tag:blogger.com,1999:blog-2578251782295945772024-03-12T21:07:12.849-07:00Filosofía del Derecho (Ecuador)Este blog pretende difundir temas de Filosofía general, filosofía práctica (Filosofía del Derecho, Moral y Política), Pensamiento latinoamericano, complejidad, entre otros aspectos. JORGE ALONSO BENITEZ HURTADOhttp://www.blogger.com/profile/13760887888570226594noreply@blogger.comBlogger566125tag:blogger.com,1999:blog-257825178229594577.post-35388056576299634122023-09-21T10:24:00.001-07:002023-09-21T10:24:03.708-07:00Atajo de sabiduría 4: Desconfianzómetro<p> </p><p align="center" class="MsoNormal" style="text-align: center;"><br /></p>
<p class="MsoNormal"><span lang="es-419"><o:p> <span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>Por: Jorge Benítez Hurtado</o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="es-419">Se aproximan
las campañas electorales para elegir a nuestros «representantes». Según el
Código de la Democracia los candidatos deben presentar los planes de trabajo
para cualquier dignidad que aspiren. Es momento de exigir a los candidatos que
en sus planes pongan las fechas (día, mes y año) debajo de cada propuesta y en
caso de incumplimiento se aplicará el desconfianzómetro, que consiste
básicamente en aplicar una cláusula de penalización, como sucede en todo
contrato. El desconfianzómetro cuantifica y hace públicas todas las muestras de
desconfianza del gobernante por cada día que pasa desde la fecha incumplida. Lo
que conllevará inmediatamente al gobernante embustero a renunciar, caso
contrario se someterá a las acciones colectivas (protestas, marchas y demás). Cualquier
propuesta de los candidatos que no tengan fechas definidas es una mentira que
no estamos dispuestos a soportar más. <span style="mso-spacerun: yes;"> </span>Es
momento de exigir unos mínimos a los candidatos para volver a confiar en «los
políticos». En este preciso momento el nivel de confianza del presidente,
asambleístas, alcaldes y demás, está por debajo del 10% y nosotros como si nada
ocurriese. A nuestros políticos no les duele (algésico) el dolor del prójimo
porque andan con an-algésicos que, por suerte, son yatrogénicos. Del pueblo
deben salir con urgencia hombres como aquellos tribunos Menenio Agripa o Quincio
Cincinato que intenten devolver al pueblo lo que es del pueblo, comenzando por
su dignidad. <span style="mso-spacerun: yes;"> </span>Hay muchas cosas por hacer,
si los demás no lo hacen ¿Por qué no lo hago yo? Y si no lo hago yo ¿Quién soy
yo? Nuestro principio de identidad es la compasión frente al dolor del prójimo.
Me dueles, entonces haré algo por ti. Necesitamos una democracia moral y
compasiva. <o:p></o:p></span></p>JORGE ALONSO BENITEZ HURTADOhttp://www.blogger.com/profile/13760887888570226594noreply@blogger.com0tag:blogger.com,1999:blog-257825178229594577.post-78860756160994404742023-09-21T10:21:00.005-07:002023-09-21T10:21:55.015-07:00Atajo de sabiduría 3: Decrecimiento<p> </p><p align="center" class="MsoNormal" style="text-align: center;"><br /></p>
<p align="right" class="MsoNormal" style="text-align: right;"><span lang="es-419" style="font-family: "Times New Roman",serif;">Por: Jorge Benítez Hurtado<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="es-419" style="font-family: "Times New Roman",serif;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="es-419" style="font-family: "Times New Roman",serif;">Muchos se preguntarán en este
tiempo de pandemia: ¿Cómo salimos de la crisis? ¿Qué modelo económico debemos
adoptar? Una de las soluciones que propongo es el decrecimiento. Frente al «crecimiento
insostenible», maquillado hoy como «desarrollo sostenible», que nos tiene
sumidos en la crisis de todo, debemos adoptar el «decrecimiento sostenible»,
que lo resumimos en la grandiosa «carencia de necesidades». Cuando el
simposiarca Sócrates se paseaba por las calles abarrotadas de productos de la
antigua Atenas, viendo tantos objetos, decía: ¡Cuánto es lo que no necesito y
lo poco que necesito, que poco lo necesito!<span style="mso-spacerun: yes;">
</span>Decrecer no es quedarse sin nada, sino aprender a vivir con lo necesario
y los excedentes donar a quienes no tienen (hoy en día las tres cuartas partes
de la humanidad pasan hambre). A la crisis la vamos a afrontar cuando aquellos
que tienen las necesidades básicas satisfechas trasladen sus prioridades hacia
la parte alta de la pirámide de A. Maslow sobre las necesidades humanas. Al capitalismo,
obviamente, no le agrada nuestra propuesta porque su objetivo es crear seres
esquizofrénicos, pues ya no deseamos solo la cosa (producto), sino que deseamos
el deseo mismo del otro que quiere el producto (enajenación). Pero de esto no
dicen nada nuestros economistas crematísticos en los debates públicos,
dedicados a diagnosticar y pronosticar al sistema; empeñados, además, en seguir
defendiendo la perversa «función de producción», i.e. el consumismo con sus
tres jinetes del apocalipsis económico a saber: la segmentación del mercado
(v.g. champús para personas, perros, carros…), la obsolescencia programada (productos
que rápido se deterioran) y la bonitura (productos atractivos a los ojos). Debemos
resucitar a Sócrates con urgencia. <span style="mso-spacerun: yes;"> </span><o:p></o:p></span></p>JORGE ALONSO BENITEZ HURTADOhttp://www.blogger.com/profile/13760887888570226594noreply@blogger.com0tag:blogger.com,1999:blog-257825178229594577.post-41045691102602498792023-01-31T20:47:00.004-08:002023-01-31T20:47:57.343-08:00Atajo de sabiduría 2: Abandono de la gran política<p> </p><p align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: "Times New Roman",serif;">Por: Jorge Benítez Hurtado<o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-family: "Times New Roman",serif;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman",serif;">Hay
que diferenciar la politiké de la politeia. La primera es la política real
(realpolitik), entendida como técnica, con un gran predominio de la astucia (al
mejor estilo de Maquiavelo); pivota en torno al institucionalismo jerárquico o
la gobernabilidad centralista estatal; utiliza las políticas de estado y de
gobierno para conseguir fines espurios y mantener el desorden establecido, es
decir, el sufrimiento y dolor de las gentes; hábilmente consigue votos, adeptos
o simpatizantes, y para ello se sirve del marketing político (<i style="mso-bidi-font-style: normal;">horribile dictum</i>), el manejo de medios, reforma
de leyes, entre otros; reduce la política a temas ideológicos hacia la lucha
por el poder, o mejor aún el poderío, para alcanzar y conservarlo a como dé
lugar; a la politiké la podemos resumir en necropolítica (necros = muerte,
política de muerte). En cambio, la politeia es una política que le interesa la
vida, preocupada por la construcción de una sociedad civil desde abajo, utiliza
la auto-organización de las comunidades, que no la administración ni la
representación; incentiva la cooperación, la ayuda mutua, la eusocialidad; a la
politeia la resumimos como biopolítica (donde la vida es el centro y la
política es un sufijo). Es momento de pensar una política no indiferente del estado,
pero si independiente. Para los interesados en la politiké debo decirles,
parafraseando a Goethe, que esta es la representación de mefistófeles y como
bien sabemos el diablo siempre paga mal a sus devotos. Frente al abandono de la
gran política entendida como politeia, nuestro compromiso es retomarla, pero
para eso hay que pasar de la realpolitik a la posiblepolitik, no es difícil. <span style="mso-spacerun: yes;"> </span><o:p></o:p></span></p>JORGE ALONSO BENITEZ HURTADOhttp://www.blogger.com/profile/13760887888570226594noreply@blogger.com0tag:blogger.com,1999:blog-257825178229594577.post-21945415449888882602023-01-31T20:46:00.000-08:002023-01-31T20:46:12.700-08:00Atajo de sabiduría 1: Magister<p> <span style="font-family: "Times New Roman", serif; text-align: right;">Por: Jorge Benítez Hurtado</span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman",serif;"> </span></p>
<span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 107%; mso-ansi-language: #580A; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">Está de moda cursar
estudios de maestría en las universidades y para aquellos que están cursando o
ya obtuvieron el título va dedicado este artículo. Han de saber los magister
que esta palabra proviene de <i>magis</i>,
es decir, el que ayuda a ser más y solamente puede serlo el minister, de <i>minus</i>, el que se hace menos, servidor.
Magister es el que con prontitud y agrado acude a mi solicitud, no después;
quien me da la mano, no desde arriba; quien comparte lo suyo y a la vez me
proporciona la caña de pescar; quien respeta mi libertad, pero no se sitúa
demasiado lejos, en definitiva, el magisterio es ministerio. Tres son las
funciones del magister: <i>nutritio</i>, <i>instructio</i>, <i>auctoritas</i>. El maestro debe nutrir a sus discentes; hoy todavía los
maestros de tres cuartas partes del mundo dan algo de comer a sus alumnos
pobres antes de enseñarles y nutren de afectividad a niños cuyos padres apenas
dedican tiempo a estar con sus propios hijos. El maestro debe instruir (de instru-ire,
intro-ducirse) ayudar a leer la realidad desde su raíz, es decir, radicalmente.
¿Cuántas facultades de ciencias económicas, administración de empresas y de
derecho hay en el mundo? ¡Cuantos más economistas y empresarios, más hambre y
menos trabajo en el mundo! ¡Cuantos más abogados menos justicia! ¿Por qué?
Porque no hay <i>instructio</i>, que no
implica ser erudito (<i>eruditio</i>, de <i>erudiscere</i>, rascar la mera corteza). En
fin, el maestro debe ser autoridad, del verbo <i>augeo</i>, elevación, quien eleva, hace crecer, madurar; <i>auxi</i>, quien me auxilia y ayuda; <i>auctum</i>, quien es autor y responsable de
sus propias autorías sin culpar a nadie.</span><div><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 107%; mso-ansi-language: #580A; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><br /></span></div><div><span style="font-family: "Times New Roman",serif; font-size: 11.0pt; line-height: 107%; mso-ansi-language: #580A; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"> </span></div>JORGE ALONSO BENITEZ HURTADOhttp://www.blogger.com/profile/13760887888570226594noreply@blogger.com0tag:blogger.com,1999:blog-257825178229594577.post-58561832626684081032019-11-06T14:37:00.000-08:002019-11-06T14:48:16.488-08:00Revistas de derecho penal. Últimos númerosA continuación ponemos un conjunto de revistas en derecho penal y sus últimos números para que nuestros amigos lectores se mantengan actualizados en las publicaciones recientes en esta materia:<br />
<br />
<a href="https://www.boe.es/biblioteca_juridica/anuarios_derecho/anuario.php?id=P_2019_ANUARIO_DE_DERECHO_PENAL_Y_CIENCIAS_PENALES"><span style="color: #585d63; font-family: "trebuchet ms" , "verdana" , "arial" , "helvetica" , sans-serif;"><span style="background-color: white; font-size: 12px;">Anuario de derecho penal y ciencias penales</span></span>.</a><br />
<br />
<a href="http://revistes.ub.edu/index.php/CriticaPenalPoder/issue/view/2152">Crítica penal y poder</a><br />
<br />
<a href="https://www.enletrapenal.com/eldp8">En letra derecho penal</a><br />
<br />
<a href="https://www.revistanovacriminis.com/index.php/rnc">Nova criminis</a><br />
<br />
<a href="https://scielo.conicyt.cl/scielo.php?script=sci_issuetoc&pid=0718-339920190001&lng=es&nrm=iso">Política criminal</a><br />
<br />
<a href="http://www.rbdp.com.br/">Revista Brasileira de Direito Penal</a><br />
<br />
<a href="http://www.ibraspp.com.br/revista/index.php/RBDPP/issue/view/11/showToc">Revista Brasileira de Direito Processual Penal </a><br />
<br />
<a href="http://www.revistadeprisiones.com/project/numero-8-enero-junio-2019/">Revista de historia de las prisiones</a><br />
<br />
<span style="background-color: white; color: #404040; font-family: "helvetica"; font-size: 13px;"><a href="http://www.ilanud.or.cr/revista/">Revista del Instituto Latinoamericano de las Naciones Unidas Para la Prevención del Delito y el Tratamiento del Delincuente</a></span><br />
<br />
<a href="http://www.huygens.es/journals/index.php/revista-de-victimologia/issue/view/12/showToc">Revista de Victimología</a><br />
<br />
<span style="background-color: white; color: #404040; font-family: "helvetica"; font-size: 13px;"><a href="https://revistas.ucr.ac.cr/index.php/RDMCP/issue/view/2808">Revista Digital de la Maestría en Ciencias Penales</a></span><br />
<br />
<span style="background-color: white; color: #404040; font-family: "helvetica"; font-size: 13px;"><a href="http://criminet.ugr.es/recpc/">Revista Electrónica de Ciencia Penal y Criminología</a></span><br />
<br />
<span style="background-color: white; color: #404040; font-family: Helvetica; font-size: 13px;"><a href="https://seer.ufrgs.br/redppc">Revista Eletrônica de Direito Penal e Política Criminal </a></span><br />
<br />
<span style="background-color: white; color: #404040; font-family: Helvetica; font-size: 13px;"><a href="https://reic.criminologia.net/index.php/journal">Revista española de investigación criminológica</a></span><br />
<br />
<span style="background-color: white; color: #404040; font-family: Helvetica; font-size: 13px;"><a href="https://www.iustel.com/v2/revistas/detalle_revista.asp?id=8">Revista General de Derecho Penal</a></span><br />
<br />
<span style="background-color: white; color: #404040; font-family: Helvetica; font-size: 13px;"><a href="http://www.librejur.info/index.php/revistajuridica">Revista Jurídica del Instituto Peruano de Estudios Forenses</a></span><br />
<br />
<span style="background-color: white; color: #404040; font-family: Helvetica; font-size: 13px;"><a href="http://www.pensamientopenal.com.ar/">Revista pensamiento penal</a></span><br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />JORGE ALONSO BENITEZ HURTADOhttp://www.blogger.com/profile/13760887888570226594noreply@blogger.com0tag:blogger.com,1999:blog-257825178229594577.post-50709191087313961592019-09-04T10:13:00.003-07:002019-09-04T10:15:27.680-07:00Sociedad Ecuatoriana de Filosofía del Derecho (SEFiDe)<img alt="SEFIDE â Sociedad Ecuatoriana de FilosofÃa del Derecho" src="https://sefide.org/wp-content/uploads/2018/05/logo-sefide-22-web.jpg" /><br />
<br />
<div style="text-align: justify;">
Ya contamos en Ecuador con la Sociedad Ecuatoriana de Filosofía del Derecho, un proyecto hermoso que permitirá integrar a la comunidad de investigadores y académicos no sólo de Ecuador sino de todo el mundo. La SEFiDe tiene como objetivo "...<span style="background-color: white; color: #888888; font-family: Poppins, Georgia, serif, serif, sans-serif; font-size: 14px;">la difusión y discusión de la teoría y la filosofía del derecho en el Ecuador. Será un organismo plural, independiente de cualquier afiliación política y sin fines de lucro. Defenderá los valores de la libertad, la igualdad y la tolerancia, en el marco de un sistema democrático.</span>" Desde este blog hacemos extensiva nuestras felicitamos a los fundadores de la SEFiDe. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Para más información de la SEFiDe, ver <a href="http://sefide.org/">aquí.</a></div>
JORGE ALONSO BENITEZ HURTADOhttp://www.blogger.com/profile/13760887888570226594noreply@blogger.com0tag:blogger.com,1999:blog-257825178229594577.post-50025901600254381982019-07-26T11:14:00.001-07:002019-07-26T11:16:29.041-07:00Curso de argumentación jurídica dictado por Manuel Atienza<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/ut7JydpBi7U" width="560"></iframe><br />
<br />
<br />
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/yul-C14tthU" width="560"></iframe><br />
<br />
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/XafdIbclemc" width="560"></iframe><br />
<br />
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/xg-Y5qSxrc8" width="560"></iframe><br />
<br />
<br />JORGE ALONSO BENITEZ HURTADOhttp://www.blogger.com/profile/13760887888570226594noreply@blogger.com0tag:blogger.com,1999:blog-257825178229594577.post-17582984516230507662018-03-01T09:17:00.002-08:002018-03-01T09:17:55.267-08:00En la UTPL se dictó curso de investigación jurídica a través de las ciencias de la complejidad<iframe allow="autoplay; encrypted-media" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/lo7tN6v8Uyk" width="560"></iframe><br />
<br />
El grupo de investigación jurídica aplicada (GRIJAX), del Departamento de Ciencias Jurídicas de la Universidad Técnica Particular de Loja, organizó en la semana del 25 al 29 de septiembre, el curso de Investigación jurídica a través de las Ciencias de la Complejidad.<br />
<br />
<br />
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -.05pt; margin-top: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-TRAD; mso-fareast-font-family: Calibri;">Objetivos: <o:p></o:p></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: -.05pt; margin-top: 0cm; mso-add-space: auto; mso-hyphenate: none; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "Century Gothic",sans-serif; letter-spacing: -.15pt; mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic";"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: Calibri;">Identificar los
principales problemas, ejes y conceptos de las relaciones entre derecho y
complejidad</span><span lang="ES-TRAD" style="font-family: "Century Gothic",sans-serif; letter-spacing: -.15pt; mso-ansi-language: ES-TRAD; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: -.05pt; margin-top: 0cm; mso-add-space: auto; mso-hyphenate: none; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "Century Gothic",sans-serif; letter-spacing: -.15pt; mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic";"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: Calibri;">Establecer por qué
razón el derecho (= sistema jurídico) puede ser dicho como un sistema complejo</span><span lang="ES-TRAD" style="font-family: "Century Gothic",sans-serif; letter-spacing: -.15pt; mso-ansi-language: ES-TRAD; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: -.05pt; margin-top: 0cm; mso-add-space: auto; mso-hyphenate: none; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "Century Gothic",sans-serif; letter-spacing: -.15pt; mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic";"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: Calibri;">Precisar las
características, diferenciales y posibilidades de la complejización del derecho</span><span lang="ES-TRAD" style="font-family: "Century Gothic",sans-serif; letter-spacing: -.15pt; mso-ansi-language: ES-TRAD; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<br /><br />
Así mismo los contenidos del curso fueron:<br />
<br />
<div class="MsoListParagraphCxSpFirst" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-hyphenate: none; mso-list: l0 level1 lfo1; tab-stops: -36.0pt 0cm 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: "Times New Roman",serif; letter-spacing: -.15pt; mso-fareast-font-family: "Times New Roman";">-<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="ES" style="font-family: "Times New Roman",serif; letter-spacing: -.15pt;">Introducción: <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-hyphenate: none; mso-list: l1 level1 lfo2; tab-stops: -36.0pt 0cm 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: "Times New Roman",serif; letter-spacing: -.15pt; mso-fareast-font-family: "Times New Roman";">1)<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="ES" style="font-family: "Times New Roman",serif; letter-spacing: -.15pt;">¿Qué son las ciencias
de la complejidad? Sociología, historia, política<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-hyphenate: none; mso-list: l1 level1 lfo2; tab-stops: -36.0pt 0cm 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: "Times New Roman",serif; letter-spacing: -.15pt; mso-fareast-font-family: "Times New Roman";">2)<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="ES" style="font-family: "Times New Roman",serif; letter-spacing: -.15pt;">Complejidad y sociedad del conocimiento y la cuarta
revolución industrial<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-hyphenate: none; mso-list: l1 level1 lfo2; tab-stops: -36.0pt 0cm 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: "Times New Roman",serif; letter-spacing: -.15pt; mso-fareast-font-family: "Times New Roman";">3)<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="ES" style="font-family: "Times New Roman",serif; letter-spacing: -.15pt;">Complejidad e investigación<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-hyphenate: none; mso-list: l0 level1 lfo1; tab-stops: -36.0pt 0cm 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: "Times New Roman",serif; letter-spacing: -.15pt; mso-fareast-font-family: "Times New Roman";">-<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="ES" style="font-family: "Times New Roman",serif; letter-spacing: -.15pt;">Parte sistemática:<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-hyphenate: none; mso-list: l1 level1 lfo2; tab-stops: -36.0pt 0cm 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: "Times New Roman",serif; letter-spacing: -.15pt; mso-fareast-font-family: "Times New Roman";">4)<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="ES" style="font-family: "Times New Roman",serif; letter-spacing: -.15pt;">Derecho, política y ciencia: una comprensión de la
no-linealidad<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-hyphenate: none; mso-list: l1 level1 lfo2; tab-stops: -36.0pt 0cm 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: "Times New Roman",serif; letter-spacing: -.15pt; mso-fareast-font-family: "Times New Roman";">5)<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="ES" style="font-family: "Times New Roman",serif; letter-spacing: -.15pt;">Sistemas de complejidad creciente: conceptos y métodos<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-hyphenate: none; mso-list: l1 level1 lfo2; tab-stops: -36.0pt 0cm 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: "Times New Roman",serif; letter-spacing: -.15pt; mso-fareast-font-family: "Times New Roman";">6)<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="ES" style="font-family: "Times New Roman",serif; letter-spacing: -.15pt;">La investigación con base en modelos<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-hyphenate: none; mso-list: l1 level1 lfo2; tab-stops: -36.0pt 0cm 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: "Times New Roman",serif; letter-spacing: -.15pt; mso-fareast-font-family: "Times New Roman";">7)<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="ES" style="font-family: "Times New Roman",serif; letter-spacing: -.15pt;">Clases de ciencia hoy en día<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-hyphenate: none; mso-list: l1 level1 lfo2; tab-stops: -36.0pt 0cm 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: "Times New Roman",serif; letter-spacing: -.15pt; mso-fareast-font-family: "Times New Roman";">8)<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="ES" style="font-family: "Times New Roman",serif; letter-spacing: -.15pt;">Ciencia e información: la teoría cuántica<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-hyphenate: none; mso-list: l1 level1 lfo2; tab-stops: -36.0pt 0cm 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: "Times New Roman",serif; letter-spacing: -.15pt; mso-fareast-font-family: "Times New Roman";">9)<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="ES" style="font-family: "Times New Roman",serif; letter-spacing: -.15pt;">Pensar en términos de complejidad<o:p></o:p></span></div>
<span lang="ES" style="font-family: "Times New Roman",serif; font-size: 11.0pt; letter-spacing: -.15pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Cambria; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">Complejidad
y vida: un reto para el derecho</span>JORGE ALONSO BENITEZ HURTADOhttp://www.blogger.com/profile/13760887888570226594noreply@blogger.com0tag:blogger.com,1999:blog-257825178229594577.post-76777366989415157892018-03-01T08:39:00.001-08:002018-03-01T08:40:57.317-08:00Satellite Law and Complexity<img src="https://static.wixstatic.com/media/6fae39_d7e459a4d029407492bc39a162e86538~mv2.jpg/v1/fill/w_563,h_119,al_c,lg_1,q_80/6fae39_d7e459a4d029407492bc39a162e86538~mv2.webp" /><br />
<span style="background-color: white; font-family: "calibri" , "helvetica" , sans-serif; font-size: 16px;"><br /></span><span style="font-family: calibri, helvetica, sans-serif;"><span style="background-color: white;">En el 2017 en Cancún, Méjico se llevó a cabo la conferencia satélite Law and Complexity, organizada por el Dr. Enrique Cáceres Nieto del Instituto de Investigaciones Jurídicas de la UNAM, en el Conference on Complex Systems, que es el evento más importante sobre ciencias de la complejidad en el mundo. Los temas que se trataron en la conferencia fueron: </span></span><br />
<span style="font-family: "calibri" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "calibri" , "helvetica" , sans-serif;">Theoretical grounds of law and complexity;</span><br />
<span style="font-family: "calibri" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "calibri" , "helvetica" , sans-serif;">Law, complexity and legal epistemology;</span><br />
<span style="font-family: "calibri" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "calibri" , "helvetica" , sans-serif;">Law, ethics and complexity;</span><br />
<span style="font-family: "calibri" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "calibri" , "helvetica" , sans-serif;">Law as a complex adaptive system;</span><br />
<span style="font-family: "calibri" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "calibri" , "helvetica" , sans-serif;">Legal Maps;</span><br />
<span style="font-family: "calibri" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "calibri" , "helvetica" , sans-serif;">Organizational complexity of legal institutions;</span><br />
<span style="font-family: "calibri" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "calibri" , "helvetica" , sans-serif;">Self- organization in legal systems;</span><br />
<span style="font-family: "calibri" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "calibri" , "helvetica" , sans-serif;">Resilience and legal change;</span><br />
<span style="font-family: "calibri" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "calibri" , "helvetica" , sans-serif;">Measuring legal complexity;</span><br />
<span style="font-family: "calibri" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "calibri" , "helvetica" , sans-serif;">Complexity, artificial intelligence and law;</span><br />
<span style="font-family: "calibri" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "calibri" , "helvetica" , sans-serif;">Agent-based modelling of legal systems;</span><br />
<span style="font-family: "calibri" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "calibri" , "helvetica" , sans-serif;">Tax complexity;</span><br />
<span style="font-family: "calibri" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "calibri" , "helvetica" , sans-serif;">Environmental complexity law;</span><br />
<span style="font-family: "calibri" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "calibri" , "helvetica" , sans-serif;">Law, complexity and elections;</span><br />
<span style="font-family: "calibri" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "calibri" , "helvetica" , sans-serif;"><span style="background-color: white;"></span></span><br />
<span style="font-family: "calibri" , "helvetica" , sans-serif;">Law, complexity, organized crime and terrorism.</span><br />
<span style="font-family: "calibri" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "calibri" , "helvetica" , sans-serif;">Para más información ver <a href="https://lawandcomplexity.wixsite.com/ccs17">aquí.</a></span><br />
<span style="background-color: white; font-family: "calibri" , "helvetica" , sans-serif; font-size: 16px;"><br /></span>JORGE ALONSO BENITEZ HURTADOhttp://www.blogger.com/profile/13760887888570226594noreply@blogger.com0tag:blogger.com,1999:blog-257825178229594577.post-37342968628041638312017-03-01T19:26:00.000-08:002017-03-01T19:26:18.826-08:00Filosofía práctica y derecho. Estudios sobre teoría jurídica contemporánea a partir de las ideas de Carlos Ignacio Massini Correas<img alt="Filosofía práctica y derecho. Estudios sobre teoría jurídica contemporánea a partir de las ideas de Carlos Ignacio Massini Correas" height="320" src="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/4281.jpg" width="224" /><br />
<br />
<div class="text-center contenido-indice-titulo margen-bottom" style="box-sizing: border-box; color: #303030; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 24px; font-weight: bold; margin-bottom: 20px; text-align: center;">
CONTENIDO</div>
<div id="138648" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="138648" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/35.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">Para ver el libro completo dé clic aquí</a> (PDF)</div>
</div>
<div id="139371" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139371" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/1.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">Preliminares</a> (PDF)</div>
</div>
<div id="139372" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139372" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/2.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">Un universitario cabal</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Cianciardo, Juan</div>
</div>
<div id="139373" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139373" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/3.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">Retrato de un amigo</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Martínez Cinca, Carlos Diego</div>
</div>
<div id="139374" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139374" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/4.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">De las raíces a los frutos. Recuerdos de un universitario agradecido</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Massini Correas, Carlos</div>
</div>
<div id="139375" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div class="descripcion" style="box-sizing: border-box; margin-bottom: 10px; margin-left: 40px; margin-top: 20px;">
Primera sección</div>
<div id="139375" style="box-sizing: border-box; margin-bottom: 10px;">
Estudios sobre epistemología, lógica jurídica y análisis del lenguaje</div>
</div>
<div id="139376" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139376" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/5.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">Interpretar es conocer. Una defensa de la teoría referencialista de la interpretación</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Zambrano , Pilar</div>
</div>
<div id="139377" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139377" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/6.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">Argumentación, principios y razonabilidad. Entre la irracionalidad y la racionalidad</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Cianciardo, Juan</div>
</div>
<div id="139378" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139378" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/7.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">Verdad práctica y ciencia jurídica. Una breve reflexión sobre los tres niveles del conocimiento jurídico</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Boff, Guilherme</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Flores, Alfredo de J.</div>
</div>
<div id="139379" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139379" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/8.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">Conocimiento práctico y prudencia jurídica en el pensamiento de Carlos Massini. Un argumento en torno a la autoridad del derecho</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Ramírez García, Hugo S.</div>
</div>
<div id="139380" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139380" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/9.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">De nuevo sobre la Ley de Hume y la falacia naturalista. Las respuestas de Carlos I. Massini Correas</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Saldaña Serrano, Javier</div>
</div>
<div id="139381" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139381" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/10.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">Introducción a la razón prudencial. La virtud necesaria para conocer la verdad práctica en el derecho</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Castaño Bedoya, Alejandro</div>
</div>
<div id="139382" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139382" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/11.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">Lenguaje y realismos jurídicos</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Vergara, Oscar</div>
</div>
<div id="139383" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139383" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/12.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">De los métodos interpretativos a los argumentos justificatorios</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Vigo, Rodolfo Luis</div>
</div>
<div id="139384" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div class="descripcion" style="box-sizing: border-box; margin-bottom: 10px; margin-left: 40px; margin-top: 20px;">
Segunda sección</div>
<div id="139384" style="box-sizing: border-box; margin-bottom: 10px;">
Estudios sobre derechos humanos</div>
</div>
<div id="139385" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139385" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/13.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">Fundamentación de los derechos humanos a la luz del pensamiento del profesor Massini Correas</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Maino, Carlos Alberto Gabriel</div>
</div>
<div id="139386" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139386" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/14.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">Derechos humanos y diversidad cultural. Reflexiones sobre algunos retos de la sociedad actual</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Díaz de Terán Velasco, Maricruz</div>
</div>
<div id="139387" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139387" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/15.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">Del Estado de derecho liberal moderno al Estado constitucional de derecho actual</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Herrera, Daniel Alejandro</div>
</div>
<div id="139388" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139388" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/16.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">La objeción de conciencia en el contexto de los derechos fundamentales</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Aparisi Miralles, Ángela</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
López Guzmán, José</div>
</div>
<div id="139389" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139389" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/17.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">Derechos humanos y discapacidad</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Seoane, José Antonio</div>
</div>
<div id="139390" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139390" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/18.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">El derecho a casarse y fundar una familia. La familia: encuentro de naturaleza y cultura: el derecho al estado de familia</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Arias de Ronchietto, Catalina Elsa</div>
</div>
<div id="139391" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div class="descripcion" style="box-sizing: border-box; margin-bottom: 10px; margin-left: 40px; margin-top: 20px;">
Tercera sección</div>
<div id="139391" style="box-sizing: border-box; margin-bottom: 10px;">
Estudios sobre el derecho natural</div>
</div>
<div id="139392" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139392" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/19.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">La legge naturale secondo Maritain oggi</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Viola, Francesco</div>
</div>
<div id="139393" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139393" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/20.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">El otro lado del derecho. En diálogo con Gustavo Zagrebelsky</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Ollero, Andrés</div>
</div>
<div id="139394" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139394" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/21.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">Ética en primera persona. Reflexiones sobre los escritos de Giuseppe Abbà</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Hanna de Rosa, Marta</div>
</div>
<div id="139395" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139395" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/22.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">La indisponibilidad del derecho. Una tesis iusnaturalista en la obra de Carlos Massini Correas</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Bermúdez, Fernando Adrián</div>
</div>
<div id="139396" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139396" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/23.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">La relevancia de la determinación judicial y la tesis de la respuesta más justa</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Etcheverry, Juan B.</div>
</div>
<div id="139397" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139397" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/24.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">¿Existe una única respuesta correcta para cada decisión jurídica? El juez Hércules ante la inconmensurabilidad de los bienes básicos</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Pereira Sáez, Carolina</div>
</div>
<div id="139398" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139398" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/25.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">La respuesta “más justa” a los casos difíciles: navegando entre el racionalismo y el voluntarismo</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Martínez Cinca, Carlos Diego</div>
</div>
<div id="139399" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139399" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/26.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">La influencia de H. L. A. Hart en la nueva escuela del derecho natural</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Legarre, Santiago</div>
</div>
<div id="139400" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139400" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/27.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">Desafíos del Rule of Law</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Köpcke Tinturé, Maris</div>
</div>
<div id="139401" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div class="descripcion" style="box-sizing: border-box; margin-bottom: 10px; margin-left: 40px; margin-top: 20px;">
Cuarta sección</div>
<div id="139401" style="box-sizing: border-box; margin-bottom: 10px;">
Estudios sobre ética y filosofía política</div>
</div>
<div id="139402" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139402" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/28.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">Ética y política: consecuencias de una ruptura</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Martínez Barrera, Jorge</div>
</div>
<div id="139403" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139403" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/29.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">Filosofía y dialéctica en Aristóteles. Un enfoque sinóptico</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Vigo, Alejandro G</div>
</div>
<div id="139404" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139404" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/30.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">Cuatro etapas en las relaciones entre economía, política y ciencias sociales</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Crespo, Ricardo F.</div>
</div>
<div id="139405" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139405" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/31.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">Derecho, política y poder. Los presupuestos jurídicos y políticos del Ru- le of Law y el Estado de derecho</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Rivas, Pedro</div>
</div>
<div id="139406" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139406" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/32.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">Actualidad de la ideología. Pervivencia, mutación, impregnación</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Ghiretti, Héctor</div>
</div>
<div id="139407" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139407" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/33.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">Antígona vs. Ismena: un ejemplo de argumentación práctica</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
García-Huidobro, Joaquín</div>
</div>
<div id="139408" style="box-sizing: border-box; color: #3f3f3f; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17px;">
<div id="139408" style="box-sizing: border-box; margin-bottom: 10px;">
<a href="https://archivos.juridicas.unam.mx/www/bjv/libros/9/4281/34.pdf" style="box-sizing: border-box; color: #265d99; text-decoration: none;" target="_blank">Constructivismo en las teorías de la justicia</a> (PDF)</div>
<div class="participante" style="box-sizing: border-box; font-style: oblique; margin-bottom: 10px; margin-left: 30px;">
Carpintero, Francisco</div>
</div>
JORGE ALONSO BENITEZ HURTADOhttp://www.blogger.com/profile/13760887888570226594noreply@blogger.com0tag:blogger.com,1999:blog-257825178229594577.post-86118386052142337312017-03-01T13:41:00.001-08:002017-03-01T13:41:06.265-08:0050 preguntas sobre ley natural: Qué es y por qué necesitamos saber esto? <img height="320" src="https://images-na.ssl-images-amazon.com/images/I/411VNV87F2L._SX338_BO1,204,203,200_.jpg" width="218" /><br />
<br />
<span style="color: #333333; font-family: Arial, sans-serif;"><span style="font-size: 14px;">Charles Rice, profesor de Filosofía del Derecho de la Universidad de Notre Dame, presenta un libro muy legible sobre la ley natural reflexionando sobre las preguntas más persistentes hechas por sus estudiantes a lo largo de los años. Rice muestra cómo funciona la ley natural y cómo está arraigada en la naturaleza de la persona humana cuyo Creador proporcionó esta ley como una guía segura y cognoscible para que el hombre alcance su fin, el de la felicidad eterna. Este libro presenta las enseñanzas de la Iglesia Católica en su papel de árbitro de las aplicaciones de la ley natural en temas relacionados con el derecho a la vida, la bioética, la familia y la economía. Charles Rice ha elaborado un manual firmemente fundamentado y accesible que aborda los temas más importantes relacionados con el derecho natural que beneficiarán a los lectores de todos los orígenes. Para ver el contenido del texto <a href="https://www.amazon.com/50-Questions-Natural-Law-What/dp/0898707501">aquí </a>y leer ciertos apartados <a href="https://books.google.com.ec/books?id=aoqBCwAAQBAJ&pg=PT19&dq=50+Questions+on+the+Natural+Law:+What+It+Is+%26+Why+We+Need+It&hl=es&sa=X&ved=0ahUKEwj4mvrNnrbSAhXB5iYKHc5hDBwQ6AEIGjAA#v=onepage&q=50%20Questions%20on%20the%20Natural%20Law%3A%20What%20It%20Is%20%26%20Why%20We%20Need%20It&f=false">aquí. </a></span></span>JORGE ALONSO BENITEZ HURTADOhttp://www.blogger.com/profile/13760887888570226594noreply@blogger.com0tag:blogger.com,1999:blog-257825178229594577.post-8501354687774415362017-03-01T13:10:00.000-08:002017-03-01T13:10:16.217-08:00"The Natural Law Tradition in Ethics", The Stanford Encyclopedia of Philosophy<img alt="Stanford Encyclopedia of Philosophy" src="https://plato.stanford.edu/archives/win2011/symbols/septop-win2011.jpg" /><br />
<br />
<br />
<div style="background-color: white;">
‘Natural law theory’ is a label that has been applied to theories of ethics, theories of politics, theories of civil law, and theories of religious morality. We will be concerned only with natural law theories of ethics: while such views arguably have some interesting implications for law, politics, and religious morality, these implications will not be our focus here.</div>
<div style="background-color: white;">
This article has two central objectives. First, it aims to identify the defining features of natural law moral theory. Second, it aims to identify some of the main theoretical options that natural law theorists face in formulating a precise view within the constraints set by these defining features and some of the difficulties for each of these options. It will not, however, attempt to recount the history of the development of natural law thought. (For a very helpful detailed history of natural law thought up to the beginning of the modern period, see Crowe 1977. For a very helpful detailed history of natural law thought in the modern period, see Haakonssen 1996. For an article-length recap of the entire history of natural law thought, see Haakonssen 1992.)</div>
<ul style="background-color: white;">
<li><a href="https://plato.stanford.edu/archives/win2011/entries/natural-law-ethics/#KeyFeaNatLawThe" style="color: #883300; text-decoration: none;">1. Key Features of Natural Law Theories</a><ul>
<li><a href="https://plato.stanford.edu/archives/win2011/entries/natural-law-ethics/#NatLawDivPro" style="color: #883300; text-decoration: none;">1.1 Natural law and divine providence</a></li>
<li><a href="https://plato.stanford.edu/archives/win2011/entries/natural-law-ethics/#NatLawPraRat" style="color: #883300; text-decoration: none;">1.2 Natural law and practical rationality</a></li>
<li><a href="https://plato.stanford.edu/archives/win2011/entries/natural-law-ethics/#SubNatLawVie" style="color: #883300; text-decoration: none;">1.3 The substance of the natural law view</a></li>
<li><a href="https://plato.stanford.edu/archives/win2011/entries/natural-law-ethics/#ParNonNatLawThe" style="color: #883300; text-decoration: none;">1.4 Paradigmatic and nonparadigmatic natural law theories</a></li>
</ul>
</li>
<li><a href="https://plato.stanford.edu/archives/win2011/entries/natural-law-ethics/#TheOptForNatLawThe" style="color: #883300; text-decoration: none;">2. Theoretical Options for Natural Law Theorists</a><ul>
<li><a href="https://plato.stanford.edu/archives/win2011/entries/natural-law-ethics/#NatGoo" style="color: #883300; text-decoration: none;">2.1 Natural goodness</a></li>
<li><a href="https://plato.stanford.edu/archives/win2011/entries/natural-law-ethics/#KnoBasGoo" style="color: #883300; text-decoration: none;">2.2 Knowledge of the basic goods</a></li>
<li><a href="https://plato.stanford.edu/archives/win2011/entries/natural-law-ethics/#CatBasGoo" style="color: #883300; text-decoration: none;">2.3 The catalog of basic goods</a></li>
<li><a href="https://plato.stanford.edu/archives/win2011/entries/natural-law-ethics/#GooRig" style="color: #883300; text-decoration: none;">2.4 From the good to the right</a></li>
</ul>
</li>
<li><a href="https://plato.stanford.edu/archives/win2011/entries/natural-law-ethics/#Bib" style="color: #883300; text-decoration: none;">Bibliography</a></li>
<li><a href="https://plato.stanford.edu/archives/win2011/entries/natural-law-ethics/#Aca" style="color: #883300; text-decoration: none;">Academic Tools</a></li>
<li><a href="https://plato.stanford.edu/archives/win2011/entries/natural-law-ethics/#Oth" style="color: #883300; text-decoration: none;">Other Internet Resources</a></li>
<li><a href="https://plato.stanford.edu/archives/win2011/entries/natural-law-ethics/#Rel" style="color: #883300; text-decoration: none;">Related Entries</a></li>
</ul>
JORGE ALONSO BENITEZ HURTADOhttp://www.blogger.com/profile/13760887888570226594noreply@blogger.com0tag:blogger.com,1999:blog-257825178229594577.post-77588290784283591432017-02-26T15:12:00.003-08:002017-02-26T15:12:51.393-08:00Understanding the Nature of Law: A Case for Constructive Conceptual Explanation<img alt="Portada" src="https://books.google.es/books/content?id=n-_ECQAAQBAJ&printsec=frontcover&img=1&zoom=5&edge=curl&imgtk=AFLRE71Mljgr_iVdRl91uEWXHFyWF11sQHl1Ctp7aeHKq3JUZ0uj4Cn95UC3WZ2IfzbgLYtvKh8dDze6MiR0oRhvzHukB1UVZ3xjCIIMxUeSzYPGtGFVU7wgVPCLFGLRarFj4HPzHp7j" /><br />
<br />
<br />
Un libro altamente recomendado para entender el Derecho Natural escrito por Michael Giudice. Para leerlo completo <a href="https://books.google.es/books?hl=es&lr=&id=n-_ECQAAQBAJ&oi=fnd&pg=PR1&dq=enrique+caceres+nieto&ots=nR4e6fIIKa&sig=elrdvy8iqXRCJFnJjrhsVZ1S5CE#v=onepage&q&f=false">aqui</a>.JORGE ALONSO BENITEZ HURTADOhttp://www.blogger.com/profile/13760887888570226594noreply@blogger.com0tag:blogger.com,1999:blog-257825178229594577.post-51301624739393116392017-01-04T13:08:00.002-08:002017-01-04T13:08:32.296-08:00Entrevista a Manuel Atienza<br />
<br />
<img alt="Resultado de imagen para manuel atienza" src="http://www.miguelcarbonell.com/artman/uploads/1/Manuel_Atienza.jpg" /><br />
A continuación una interesante entrevista que realiza Juan Garza Onofre a Manuel Atienza, para leerla completa <a href="http://www.cienciajuridica.ugto.mx/index.php/CJ/article/view/156/149">aquí.</a>JORGE ALONSO BENITEZ HURTADOhttp://www.blogger.com/profile/13760887888570226594noreply@blogger.com0tag:blogger.com,1999:blog-257825178229594577.post-36314973401872241212016-11-25T08:19:00.001-08:002016-11-25T09:28:07.856-08:00Filosofía del Derecho ArgentinaPor la importancia de los desarrollos iusfilosóficos que ha venido desarrollando Argentina, a continuación ponemos algunos vídeos en el que se puede observar argumentos y debates de los principales Filósofos del Derecho de ese país.<br />
<br />
Carlos Cossio<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/yWg_SYtDr5o" width="560"></iframe><br />
<br />
Eugenio Bulygin<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/NaSdkorrlKU" width="560"></iframe><br />
<br />
Roberto Vernengo<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/YXg3fXUNn1k" width="560"></iframe><br />
<br />
Ernesto Garzón Valdés<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/hd0cYE7KAGM" width="560"></iframe><br />
<br />
Ricardo Guibourg<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/oE6JOTO1frQ" width="560"></iframe><br />
<br />
<br />
Martín Farrell<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/hKucnbO2Gfc" width="560"></iframe><br />
<br />
Carlos Nino<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/Xc-7E6P6Bls" width="560"></iframe><br />
<br />
<br />
Carlos Cárcova<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/2Q3M0GLwK9Y" width="560"></iframe><br />
<br />
Osvaldo Guariglia<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/EmNsJq6zmUw" width="560"></iframe><br />
<br />
Horacio Spector<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/Fo_RxagAEHw" width="560"></iframe><br />
<br />
Fernando Tesón <br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/bPzWLdksegM" width="560"></iframe><br />
<br />
Roberto Gargarella<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/zHCMHQdbEuQ" width="560"></iframe><br />
<br />
Carlos Rosenkratz<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/NUW5cJRAM6U" width="560"></iframe><br />
<br />
<br />
Martin Böhmer<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/UuqskQFbnwM" width="560"></iframe><br />
<br />
<br />
Marcelo Alegre<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/FVSSPaVw3R0" width="560"></iframe><br />
<br />
<br />
Roberto Saba<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/oV1k2AJrtdg" width="560"></iframe><br />
<br />
<br />
Christian Courtis<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/KPzVUEEjlgs" width="560"></iframe><br />
<br />
Victor Abramovich<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/6X70cpd6jr8" width="560"></iframe><br />
<br />
Jun Pablo Alonso<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/jjqWH49iXnU" width="560"></iframe><br />
<br />
Ricardo Caracciolo<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/EUOo9q8zxas" width="560"></iframe><br />
<br />
Pablo Navarro<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/j4mRCViceZs" width="560"></iframe><br />
<br />
Hugo Seleme<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/eI77Ovfpo3o" width="560"></iframe><br />
<br />
Carlos Massini Correas<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/ZqmUR2Nb8Lc" width="560"></iframe><br />
<br />
Rodolfo Vigo<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/l9z9SrVjfdQ" width="560"></iframe><br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />JORGE ALONSO BENITEZ HURTADOhttp://www.blogger.com/profile/13760887888570226594noreply@blogger.com0tag:blogger.com,1999:blog-257825178229594577.post-62313810683487199532016-11-25T05:29:00.002-08:002016-11-25T05:29:34.485-08:00Robert Alexy y su Institucionalización de la RazónLa Filosofía del Derecho no- positivista de Robert Alexy está desarrollada en tres ejes: la teoría de la argumentación práctica y jurídica, la teoría de los derechos humanos y fundamentales, y la teoría del concepto y naturaleza del derecho. Esta teoría la desarrolla en un centenar de artículos científicos y en especial, entre otras obras, en sus tres importantes libros: Alexy, R. (1989). A theory of legal argumentation: the theory of rational discourse as theory of legal justification. Oxford University Press, USA. Alexy, R., & Rivers, J. (2009). A theory of constitutional rights. Oxford University Press, USA. Alexy, R. (1994). El concepto y la validez del derecho. Gedisa.<br />
<br />
<br />
<br />
<br />
A continuación algunos vídeos donde Alexy fundamenta su teoría:<br />
<br />
<br />
<br />
<br />
Sobre la teoría de la argumentación práctica y jurídica:<br />
<br />
<br />
<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/lQhcVFp9vLo" width="560"></iframe><br />
<br />
<br />
<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/il3fd6wh938" width="560"></iframe><br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Sobre la teoría de los derechos humanos y fundamentales:<br />
<br />
<br />
<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/0XywyYr3kcU" width="560"></iframe><br />
<br />
<br />
<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/t_pd0FvF6vM" width="560"></iframe><br />
<br />
<br />
<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/ShHnrXK7SQs" width="560"></iframe><br />
<br />
<br />
<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/RS3ZEU37tOo" width="560"></iframe><br />
<br />
<br />
<br />
<br />
Sobre la teoría del concepto y naturaleza del derecho<br />
<br />
<br />
<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/x3Rjrfi43YI" width="560"></iframe><br />
<div>
<br /></div>
JORGE ALONSO BENITEZ HURTADOhttp://www.blogger.com/profile/13760887888570226594noreply@blogger.com0tag:blogger.com,1999:blog-257825178229594577.post-42007516374910926532016-11-25T04:21:00.001-08:002016-11-25T04:28:56.823-08:00Entrega de Doctorado Honoris Causa a Duncan Kennedy<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/vWrD0rxkYNU" width="560"></iframe><br />
<br />
<br />
Entrega de otros doctorados en la UBA<br />
<br />
<a href="https://www.youtube.com/watch?v=YmppvYYch0E&t=3s">Ronald Dworkin</a><br />
<br />
<a href="https://www.youtube.com/watch?v=20IfMgrhCVY&t=509s">Vincenzo Ferrari</a><br />
<br />
<br />
<br />
<br />JORGE ALONSO BENITEZ HURTADOhttp://www.blogger.com/profile/13760887888570226594noreply@blogger.com0tag:blogger.com,1999:blog-257825178229594577.post-25197784300657857932016-06-08T15:46:00.001-07:002016-06-08T15:49:01.168-07:00Debate entre John Finnis vs Robert Alexy<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagen para john finnis" border="0" height="200" src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMTEhUSEhMWFRUWFxcVFhcVGBUWFxUVFxUXFxUXFRUYHSggGB0lHRcVITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGhAQGi0dHh8tLS0tLS0tLS0tLS0tLS0tLSstLS0tLS0tLS0tLS0tLS0tLS0tLSstLS0tLS0tLS03K//AABEIAPsAyQMBIgACEQEDEQH/xAAbAAACAgMBAAAAAAAAAAAAAAADBAIFAAEGB//EAD8QAAEDAgMFBQYEBAYCAwAAAAEAAhEDIQQSMQVBUWFxIoGRsfAGEzKhwdFCUmLhFCNy8QcVgpKiwrLiJDNT/8QAGQEAAwEBAQAAAAAAAAAAAAAAAAECAwQF/8QAIREBAQACAgMBAAMBAAAAAAAAAAECEQMhEjFBURNCcSL/2gAMAwEAAhEDEQA/APPTWWvfpM1lnvVz6dWzjaik96BSKm9TauQGoUNhupuCG3VUmjZ1MVQgOW09lox70KQqhLNvoE5htn1H/C0npf8AYI9j00aoUPeBXND2fiC94HIET/xlPUdiUD+J08mOd84CNUrlFA1w3/ISQFB7SI0voZEO6EldgdhUzcNcTa5aQR9UU7KaAez2TrDI751B5qvFPnHDPzflN+RQzVixC7Wrst4ByOMD+lw6mQJHWO5VWMD2tiowuaYnK2D1bpI9XS8R5ue96Fr3wTGPoAdsAlv9JaRwzfffG7RVvvAlpWzJqha96EuHLZqtjSeZJ8gjR7gpqLPeJb3gWjUCNDcNGoomoljVUfeI0WzXvFr3iW94s94jQ2B7xHw7pSgTWEWtnTGW7WdIKb1Fi28rCuqBEIQ1Ry209yCG3RE5MKawuFc8gALWHozuvumb8Sug2fhakWAG4uj1KuTablpDC7Nptu7tEXIuGjqND3hWJzkQ0BrecAR0OvqyMyg1o103m57h/dbc0G5J/wBV4VdMu6FRDQZl1Q3nLYeP7JqljDoxjR3lx+V/kohoPXmfIR90VpjS3eUbPRijjT+Jgjl2f/JO0q02D8vAE+RaSfkVTvrvGnyhDbjHby09W38UbPxXzqdRnaDc41OVwB5wQL9C1bp5XAgdCxwyx3ad/kqantIjcB0H7Qp1NvEEZgDwsO7p8lUsRcaR2v7Mhzc1Dsk/FTOhA1yjj03rznHUXU3Fp1BNt4vv5r17C7Wo1PiGU7yJAncXD6i/NUntj7P+/aa1PK97RqIJI3h3E8Cb8ZT1C3Y82FUwO8/QfVYXrWIbcEdO8a29b1EBLQ3WGosFRQcFjUaG6LmUcy2QowgbbzLWZShRhGhutwj4ZBR8OnRPazYVtxUGaKRWFdUSY4jTw3HkU9g9ne8AMFusbxY35+KHgaEm/A3srGnTqRlFgNLT1snjEcmRihhms0uRv0HiSnKdNz+zIA1tePG3mlcLgr3knnu7laUKcmGgRvOsnoqt0jHHaVDAMbe7j1mO7RMfwwG7L1P0TWGpJxlAHd3+tVO9tfHSoZhDqJ6net+66ny7pKuKlLv+nQJapSJ6I2XjtVPAF5Pd+ywOHA+uUKwdhgoCj3qbk0mBN1MHd3/dL1cI0yDaeI8iFZCmtVadvUImR3jUjtn/ANx9UOgypSeC1xjeOXJW4ELHgFVMkZYbVW3NhMxTM9KG1xqNM8a9+t4XB1cBUaS1zCCLGZF+hXpDquR0k24EeRWtp4NuIZdrXEC2a08IeLg+uS0nbms1dPLqlMjgeMXj7KDVfbV2MWSZcRzBzQRpEdvrboFT1aWXnzH1TSiVBTUUGkoqainstJQjYfVCRaGqKJ7WDEZjQeIPSUGmjU279w1PDgsK6p6X2A2blaHBwII6W5Tom2N3W1tAvPUpnDVA5rTO6wuLJvDtaPhA6j1K01phd2h4fDkN4uPyVhSphgAnwRaNG0n7Qhlo4CFjnk6ePAelU5dLo5rcfBLBpPRM4fD8bqfJt/H+pXPIfNTZQR6eHJuSp+7jmls9Qq6khVGp17bpR41RTkLPalqgTb0q910bOws9L1HxdNVGpOsU5UWAYl2o80vsvGlr8rrgmL+RKJVfdI4jsnMNxgrXGsOXHpe43CZxLIne0xB6zaOkLlNr7Ez5sjQHz2o0N9ZjqupwlUuaDM+vPS6X2xhpb2uzweNP9Q3LVyvO8Vs2rTnOwjgRBB6EG6TC61+0KlPM01GOF5D6YIPP1B5qkrNovMtBp9Lt7pu3xKCIrUJqthwLAieciehMDwSkIMWESioKdLVOiez1NM0QZETJMW8ilmFWmxpNQAAWuT+kLH66N9OhBytDQJgD1MJ7BfPf+yralQkgcfUqzwEcdFWV6RxzdWtM8dStvZyQ6LgUyHSPkuWu/H03RGiYbYobRvRAURRwEdyhUHBaA0QnDU+CpGkc3NAqaoh3pV7kjgdQpZ6NWQHDW6DobklXTNWUnXKcTSj9ZQarZaQjvQWlXGViexcTYsNiPLkrV1S2ltP7cVzQeWVmxoSPRV376CfLy+3ct5enHlNVzvtOGxYGLQdZHXlp38lyzzHy79V0ftDiZOWIa4EtI0m9p33GnNczUtYpoTDzEISmhoMyVKksIW6SDOMV1sMgE7jpdU1NWOBrnN4X3+tyynttZ0vnPDYuJOv08k7gZk+pJVGwkvmOh15WV/hGRrwn+6Mz452tKe7gnKUBKYfSOHkmaa53ZDACnCCHKH8U3ijQWLBwsgVnLVPEIdWsO8qggXcUBx5Kb3IZISUg5pQHhMyEvVqBALvSVU3TVR4SlR904ilqlkvWEJqola6qM7SLrv8AWvqVZYh9xeNL3Og3x0+aqKzu2AFHbe0MrIgGTcH5W4Lox9OPk9g7bdSyQHCx0Afwg6iJjmubqa2MjdNkWpULr9EI6qmbZQkRyEkZ0rdPVaUqaDNU12ODOEptDHsDnQJJaXEnruXGs0Xd4fBtIY6Pia0/Jc+bt4ZKX2lsWQKlA5gLxOo5LNj1nOJDgQRuI3K2wzHMNvh1I+qT25RLXe9p/E25A/EyBMc96Uy3NKyxku4u6BjwRC5IbLxgqMDgZtKPWBIjvm0DqTooVaqNo7UqdoAWHDW/r5Kqdia2gBE2nyXRZGUxLnt5gT5kQk622aQ1pyDxLWk8CASrjO3Zdm0ajQM0nnZSbjXkzJQnbcw7re7PcWnyKg2tSddji08wQJ77Iu/wTX6uKOJcUR9ZJbNBcb35p+vQIBUVtjSuKxuVJHaDd5Anmqram0IcW63S7abqhuWt6mFcn6zyyvqLOvtQA3juIJPSEk7bDZGsetyypsEx8XOyrK2yntVzxZW5x0HvgbjRQddVWAeR2SdLKwe6xRrR73Fc9/bJVdtiqx5sTI1sNeqcpmSbEnUACSegGqp8VRcHHOxzSSTDmlp14FbRyZXsKEM6ozkEppachIr0JEFOytsUyxaClQ7F6DsSpnw9I74y+Fl58xdp7G15pFh/C+e5w+6w5J07OC9rbF4ssaSBJiO5CoVc+U6S3Q9dFLEYUl5a7TVY9uV8DQCFlHRlC1HCOo1S+m0PY6Saec0yHkiXB2VwjfEakpzD4gvzFzchByhubNAA1zZRJvwU50RMFrU5P382g/VVtl49q3G4D3mpMN0vF+iqdqbDlrTSMVGnV2pPGTqutqs3j9ktVaY7QBTxuhcZlNVxmy9hObmNWJMnUXJ32Nk/QwbhbN/bmZurSswCeyAhYbDuec34QJ4A74Cdy2eOExnRvZwZScA+pE3ADHOlwNwMoOWx3p7aO1oJb7mrH5stusa/JI7FY59c1HCAwZWiNJ43N4AJ6q72iLT0UiTp53j6Ya41ew+SQ0B05eJc0XnkbdUKi17w5zWfCCdcs9A1S2mJxFT/AEnzt5p/COMWnuWu+mUx3tzf+YVC+GF0W3vF98dpWVPGuBAeT0N5HI7+isHYZoObKyehBlAfRBdIT8pU+Fx91KnQaXGJHzCjjA6CBaRqE1QbdbxBbq/NlnL2YzTAO/d+yB6VGGflbO8bxbfCBtTHZqIBF83ZkyRHxR8k3jwyMtLMQTq6JJJncFQ4+pmdA0aIHdqU53kWeseP/S+dYFoNUmhabcukaiCjVUGU4KsXVUMPugSsYboM+wq89lseKVYB3wvGQ8uB8fNc+xyMCsco6MctXb2KizcbwJad6pqv/wBjuIP1Sfshtg1Ge7cZez5tOhTpb2yf1GVj6dcu+23HQrZmczYzaEHRw1g8CJMHmVI09yxlKH66hSDAxbQO2Cz+oW/3C3zWB9M/DUaehCZNGQgO2cDrHeAfNM9Aup0tSR3kKVOu10tYWuPK7R/URuSO0W0KTbgOOgEAX7kxs/DSwONgbwNPBI9LClQDRAM6kni43JUMZOXyWqeseA8kLHVDcb9eCuQOM2lQ/m5jabH6Jmjhzq0xyss2y6LxvuoYQugFroHPtDw1+aqstdiOpVDrHjKyjh735o7az+DD3uHyIKg+q4Xy/wDL9kpSqVTUBVO3HFjmUz8V3OHBxNgeYEBWLMUQczbO3HXL0581U4qmM+Z1zFvuVaZ7KbUr5WxvNh9T64qjCLtHE53mNBYfUpcFa4zUcvLn5ZCgrJQwVhKrTNjyhrTioygjBWm6rFjdUGZYUdqXYmGLPJtia2djHUqgqN1G7iN4Xe7PxQqNFSIz36SvOQV2nsxUmg3lI8HH9ljlPrfjy+L9q3UHaCgw2U2/Es2phtVJbR2gGNJlbxtXKD9FS4fBOrnPUMUxoPzdeSa96Q2bhH13+9fOQfCDv5q1x+NqUSA1mdnWCB03qwpNa0QDECLIlehm9b1cxRc1bS2ww9rz3LWL2k10klVm2sM4GGAd6psRReLEeuifiVz0dr4th1I70lsjGCS3cCY6TZLigBc3K1To5XZgqynSccu3TZQRKTxC3Qq2Q6zpUYryB3rn9tbQkljOjj9ArvEVsjHO4AlcXPHVbYRy8udnUYFILSkFo59NgLCFsLCgaBeoIj1BBDLbVi2EGK1Ha5ACwKLNtZdGAV0/soXBhkENLrHcbXHyVHsjAmo6/wAI+L7DmvS6OzwNnOcAJlr2xyMADllnxUeO5VzPWULMcjUjYHmqzC4gEJ2m63eud1QxtGlmbl46pHHYwshjATuholNVa3YKNgqLQAYvxRKrW1Y7aTmAE0qkji23iJW2bfcbmi4jo77K4fAQf4inqRB9blUo1IrnbWpvu4ZTzuksXjKTrBwlWNfEUXfEW77ECyrcVhKB0azqArFkVtZom11puVDdgWA9ku8bLX8GWuHaJncnax1d9HMEyWzzPyKHU1Vn7oMpgclUvfqVOKslV7QV4ZlGrj8hc/Rc6m9p4r3jyRoLN6ce9KhdGM1HHnd1ikFFbCaEwsKwLCgBPUERygmQ5WBYsCRjMCdwOzn1DYdkfE7cO/6Kx2LsLOA+rZuobvI3TwGivMVUDWhjAA0WgW7+aztaRDA4QdmlTEBxDRrMnVxPfP8ApXolfDgYSoxos1ggcmrj/ZalNdgO4Od4Zh9V6BhGgy06OBB6FXxzeNRbqx5diGljyRob+KssBXzg+oRtp4HI8sdq0lvUfhPriqtnYOYaaFctnx6GvsWYpScqtKLdw3Kmp4wKxwWIlZrlM1GpDEYEngreAQgVGXVw3M4vZjjMAHnKRODeTEEeS6yo3ok3tuq2VkVNHCZRp3pepZ7Xc/urrEOsqPFvR7Z3pvG4wkwNN657bmNge7bqfi5DgrKrVA7RtcKGO2XRLxmcWZrhwuDPEblrhHPy5/HJQtrp3+yw3VQeqCfZd/4XsceEkLTbnc8thWOM2LWp/EwxxFx4qvLYTCQWysC2UAFygiPUEydThfZR+tV4YODe077Kzw+x8LTBOVz3N3v0n+keCs62Jid86W5cJ08NCq2pUtMESR8pP/ULG5VpIOKsg+rnW0+pQmGfLhukqLNPnu00HyIUqQvxudI3QN6lS89lXf8AyKYI/C7fxa06ePiu9o6rzrY1fJXpOMxLReIg26r0dout+L0zz9lvaPZHvme8Z8bR/ubw6jcuGqMtB3WXp+GqblzvtTsTWtTH9bR/5BTy8e+424eXX/NeeVqZaUxhcaWxKNiWgpB7SFz9X26cpZ3HQ0NoiFJ2NG8rlzmHw+CWqY5wsQUeFE5HVvxgKUr4gFc2NoG91H+McU/Gj+SLrGYy1iqepWJKGSXapvZdHPUA3C56Kpj8Z5ZfRdtYMU8GSfic5k8uACSwrvfUCw/E3TpwVv7aujDR+tnmuX2PWyu3XstrNOTe6NhcY4fyzqNJ8kCptB86x5qO1aUOJCWcc4n8Q1/UPuEBcYXbVQWLp6p1+Ho1h2m5Txba/MLlQ5O4bFkeoS0DuK9mngE0yH8hr4KmrYdzfiaR1BC6XB7U5q5ZtFjh2oPUAo2HnFRQXpFSjh6nxU2GeQHkgf5Ng/yD/cfunsBYioDboOFp/wDcJaqey3/d4C9+9SqjdzI5mA5otvvl+S3iTIaOR5WOUi25YrMUmWIi4geY3dBqsPPnYwd/DQ9VlD6j/qbnfq5SmOVjMAD8XEyEjENtI0G4N3O8V6ds+tnpsf8AmaD3xf6rzCroddN+SNH8LrvfY/EZqGXexxHjf6rbiqM3QtG9MMfxSzCiNK3ZuU9qPZ2Jq0RbVzBu4lo4clxwM2K9fXIe0ns6DNSiIOrmjeeLeB81hycX2Ovh5/65OLdRgoGNoCJ706DeDIOkJbaHwt71hG+UVFSmAthilWuoB4aJM8LXv0VstNVXRAaJJMAcSun2JgPdtk3cbk8/VkrsTZRB948do6D8o+6vSIC2wx0w5M99Rynt7W/lMbxePkuXwxggq49u6svpt4X8lS0fUp5M4ssccwB5QqokgzOisDUlvoJOqPWqk0ajRqN+vI8loBSp26fRSLI6erHmgJNeUZlUpdvr+6KwJBYUMWR6+6Y/zLl8wqlvrepZ+R+aQWlZ8CeWnMw7Tq0pmu24H5Q0eBj6JeoAXgWguHmD3WJsm68lx6/9Z396hY1I6DW58A12g7gpvbaeR4j8U7uqFhzp0JMDiW6zp8RRBpp+H8p3gE37ikaVQiDdunHlU4CV0/sLiIqvYbZhPeP2I1XMuJvruEQ79Q070/7O4jLXaRx001A3KsLqpy9PTS2FJhRMkgEbwoFi6mQoKHWZKym5EIQHG+0Ww8595Ts8a7g7rz5ri8cxxDpsWkSDqJGnyXrmIpLx7/EDb7XVjQo5SGWe8XJf+VpHDfuk8ljyccvbo4uWzqq/3RkgDNMRxPIc10OxtgkRUqCD+FuuXmeJXF7O29VoPDm5Xwb5gCCN4Dte8fNeqbD2xRxdPNTs4AZ6Z+JnUcNYKeGH6XJyb6iHuoS9cqxxDYVRjnwCtGLz32nqZq/RKtG8ctPXNT2veqTz+q2B68Pss8jjbDz9eCg5qnHrTetkW9WUmXj19USmOIUi30VjWn15AI2EXNj6Hd4KbUTLYz65obBFju13+vXFASYPX7evNZB5eDlsDy+Xr1dbyjn/AMvuka3oMmo0flzHh8Ided+5Gc/fuueMgGO/91rBXff/APOe8+6lQLpAn8hP/EFQowwWtwA4XuDfdfKj5c06wSI39YJ/qSrjGY8HCPFvimqTQWgkA67hwP2CRpEcQdRrl3ZTvPIreEqZajSSIz+QAMHT8J0lL4d0mDH4tAB+bgiVx/Ny7sr3XJN+0dTzTxKvZNmmaY5IpYlPZt00Wz+Vh78oT59fJdcYgGmpNCmtO07kBw3+JHtR/D0/cUnfz6guRrTZvd1NwPHkvHa1I/E+w4c+AG8+ij7TxtSpiqj6ji5xqVJJ/S52W2loHgFvaQ7cbhYchAPmSe9Z27rbDGan7Vc953CB8+8/ZM7LxtTD1G1qbsrhxsHDe1w1cChVrMBFjMT9uCUcUIr2jA7UZiaLazNHaj8rh8TT0+yQx4sVQf4bPOWu2bS0xzIgn5LosULKkuExuGmqBxIQns+o3fq+yt8W3+c3+pvmEji2jO4bg5//AHUZHCeVZG/p00lEb8M8ltw8/oFCkGtva/13LZb64rY+Ijr5lSbrH6WnvLZQAy6BJ3X+4lK0C5xJ8N3lyWtovMkTYH7+KYwwtHL7/YJ/CSA3eh69aomU/p8StN3dPsh/xDvzFI3/2Q==" width="160" /></a><img alt="Resultado de imagen para robert alexy" border="0" height="200" src="data:image/jpeg;base64,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" width="132" /></div>
<a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br />Compartimos con todos nuestros seguidores este interesante debate entre los dos más importantes filósofos del derecho en la actualidad. El primero partidario de la teoría del derecho natural y el segundo del no positivismo como él mismo se hace llamar. </a><a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;">A continuación los resúmenes y el link de sus artículos: </a><a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><br />
<h1 id="article-title-1" itemprop="headline" style="background-color: white; border: 0px; font-family: Georgia, 'Times New Roman', serif; font-size: 1.8em; line-height: inherit; margin: 10px 0px 0px; outline-style: none; padding: 0px; text-align: left; vertical-align: baseline;">
</h1>
<h1 id="article-title-1" itemprop="headline" style="background-color: white; border: 0px; font-family: Georgia, 'Times New Roman', serif; font-size: 1.8em; line-height: inherit; margin: 10px 0px 0px; outline-style: none; padding: 0px; text-align: left; vertical-align: baseline;">
</h1>
<h1 id="article-title-1" itemprop="headline" style="background-color: white; border: 0px; font-family: Georgia, 'Times New Roman', serif; font-size: 1.8em; line-height: inherit; margin: 10px 0px 0px; outline-style: none; padding: 0px; text-align: left; vertical-align: baseline;">
</h1>
<div>
<br /></div>
<h1 id="article-title-1" itemprop="headline" style="background-color: white; border: 0px; font-family: Georgia, 'Times New Roman', serif; font-size: 1.8em; line-height: inherit; margin: 10px 0px 0px; outline-style: none; padding: 0px; text-align: left; vertical-align: baseline;">
</h1>
<h1 id="article-title-1" itemprop="headline" style="background-color: white; border: 0px; font-family: Georgia, 'Times New Roman', serif; font-size: 1.8em; line-height: inherit; margin: 10px 0px 0px; outline-style: none; padding: 0px; text-align: left; vertical-align: baseline;">
</h1>
<h1 id="article-title-1" itemprop="headline" style="background-color: white; border: 0px; font-family: Georgia, 'Times New Roman', serif; font-size: 1.8em; line-height: inherit; margin: 10px 0px 0px; outline-style: none; padding: 0px; text-align: left; vertical-align: baseline;">
<span style="font-size: 1.8em; line-height: inherit;"><br /></span></h1>
<div style="background-color: white; border: 0px; font-family: georgia, 'times new roman', serif; line-height: inherit; margin: 10px 0px 0px; outline-style: none; padding: 0px; text-align: left; vertical-align: baseline;">
<span style="line-height: inherit;"><span style="font-size: large;">Some Reflections on the Ideal Dimension of Law and on the Legal Philosophy of John Finnis</span></span></div>
<br />
<span class="name" style="border: 0px; font-family: inherit; font-size: inherit; font-style: inherit; font-weight: inherit; line-height: inherit; margin: 0px; outline-style: none; padding: 0px; text-align: inherit; vertical-align: baseline;"><a class="name-search" href="http://ajj.oxfordjournals.org/search?author1=Robert+Alexy&sortspec=date&submit=Submit" style="border: 0px; color: #0000cc; font-family: inherit; font-size: inherit; font-style: inherit; line-height: inherit; margin: 0px; outline-style: none; padding: 0px; text-align: inherit; text-decoration: none; vertical-align: 0px; white-space: nowrap;">Robert Alexy</a></span><a class="xref-corresp" href="http://ajj.oxfordjournals.org/content/58/2/97.abstract#corresp-1" id="xref-corresp-1-1" style="border: 0px; color: #0000cc; font-family: inherit; font-size: 0.85em; font-style: inherit; line-height: inherit; margin: 0px; outline-style: none; padding: 0px; text-align: inherit; text-decoration: none; vertical-align: super;">*</a><br />
<ol class="contributor-list" id="contrib-group-1" style="border: 0px; font-family: inherit; font-size: inherit; font-style: inherit; font-weight: bold; line-height: inherit; list-style: none; margin: 15px 0px 0px; outline-style: none; padding: 0px; vertical-align: baseline;">
</ol>
<div class="contributors" style="background-color: white; border: 0px; font-family: 'Lucida Grande', 'Lucida Sans Unicode', Tahoma, Verdana, Arial, Helvetica, sans-serif; font-size: 11.2px; line-height: 14.56px; margin: 0px 0px 10px; outline-style: none; padding: 0px; vertical-align: baseline;">
<ol class="corresp-list" style="border: 0px; font-family: inherit; font-size: inherit; font-style: inherit; font-weight: inherit; line-height: inherit; list-style: none; margin: 0px; outline-style: none; padding: 0px; text-align: inherit; vertical-align: baseline;">
<li class="corresp" id="corresp-1" style="border: 0px; font-family: inherit; font-size: inherit; font-style: inherit; font-weight: inherit; line-height: inherit; margin: 0px; outline-style: none; padding: 0px; vertical-align: baseline;"><br /></li>
</ol>
</div>
<div class="section abstract" id="abstract-1" itemprop="description" style="background-color: white; border: 0px; clear: both; font-family: 'Lucida Grande', 'Lucida Sans Unicode', Tahoma, Verdana, Arial, Helvetica, sans-serif; margin: 20px 0px 0px; outline-style: none; padding: 0px; vertical-align: baseline;">
<h2 style="border-bottom-color: rgb(153, 153, 153); border-bottom-style: dotted; border-width: 0px 0px 2px; color: #49382a; font-family: Georgia, 'Times New Roman', serif; font-size: 14px; font-style: inherit; font-weight: lighter; line-height: inherit; margin: 10px 0px; outline-style: none; padding: 5px 8px 0.25em 0em; vertical-align: baseline;">
Abstract</h2>
<div id="p-1" style="border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: initial; border-image-width: initial; border: 0px; font-family: inherit; font-size: 1.25em; font-style: inherit; font-weight: inherit; line-height: 1.5; margin-bottom: 10px; outline-style: none; padding: 0px; text-align: inherit; vertical-align: baseline; width: 510.828px;">
This article defends a non-positivist theory of law, that is, a theory that accepts the necessary connection between legal validity and moral correctness by reference to the work of John Finnis. It begins with the dual nature of law as comprising both a real or factual dimension and an ideal dimension. Important examples show that at least some kinds of moral defect can deprive law of validity from the perspective of a participant in the legal system. The nature of the connection between moral defectiveness and legal defectiveness is specified in terms of three possibilities: exclusive non-positivism, in which all cases of moral defect render law invalid; inclusive non-positivism, in which moral defect renders law invalid in some cases; and super-inclusive non-positivism, in which legal validity is not affected by moral defect at all. The paper argues for inclusive non-positivism as exemplified by the Radbruch Formula, according to which extreme injustice is not law, and which strikes the right balance between the ideal and real dimensions of law, against John Finnis’s account, which can be seen as an example of super-inclusive non-positivism, although his most recent work has tended towards the inclusive version.</div>
<div id="p-1" style="border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: initial; border-image-width: initial; border: 0px; font-family: inherit; font-size: 1.25em; font-style: inherit; font-weight: inherit; line-height: 1.5; margin-bottom: 10px; outline-style: none; padding: 0px; text-align: inherit; vertical-align: baseline; width: 510.828px;">
<br /></div>
<div id="p-1" style="border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: initial; border-image-width: initial; border: 0px; font-family: inherit; font-size: 1.25em; font-style: inherit; font-weight: inherit; line-height: 1.5; margin-bottom: 10px; outline-style: none; padding: 0px; text-align: inherit; vertical-align: baseline; width: 510.828px;">
Full paper <a href="http://ajj.oxfordjournals.org/content/58/2/97.full.pdf+html">here.</a></div>
<div id="p-1" style="border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: initial; border-image-width: initial; border: 0px; font-family: inherit; font-size: 1.25em; font-style: inherit; font-weight: inherit; line-height: 1.5; margin-bottom: 10px; outline-style: none; padding: 0px; text-align: inherit; vertical-align: baseline; width: 510.828px;">
<br /></div>
<h1 id="article-title-1" itemprop="headline" style="border: 0px; font-family: Georgia, 'Times New Roman', serif; font-size: 1.8em; line-height: inherit; margin: 10px 0px 0px; outline-style: none; padding: 0px; vertical-align: baseline;">
Law as Fact and as Reason for Action: A Response to Robert Alexy on Law’s “Ideal Dimension”</h1>
<h1 id="article-title-1" itemprop="headline" style="border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: initial; border-image-width: initial; border: 0px; font-family: Georgia, 'Times New Roman', serif; font-size: 1.8em; line-height: inherit; margin: 10px 0px 0px; outline-style: none; padding: 0px; vertical-align: baseline;">
<div class="contributors" style="border: 0px; font-family: 'Lucida Grande', 'Lucida Sans Unicode', Tahoma, Verdana, Arial, Helvetica, sans-serif; font-size: 11.2px; font-weight: normal; line-height: 14.56px; margin: 0px 0px 10px; outline-style: none; padding: 0px; vertical-align: baseline;">
<ol class="contributor-list" id="contrib-group-1" style="border: 0px; font-family: inherit; font-size: inherit; font-style: inherit; font-weight: bold; line-height: inherit; list-style: none; margin: 15px 0px 0px; outline-style: none; padding: 0px; vertical-align: baseline;">
<li class="last" id="contrib-1" style="border: 0px; display: inline; font-family: inherit; font-size: inherit; font-style: inherit; font-weight: inherit; line-height: 1.7; margin: 0px; outline-style: none; padding: 0px; text-align: left; vertical-align: baseline;"><span class="name" style="border: 0px; font-family: inherit; font-size: inherit; font-style: inherit; font-weight: inherit; line-height: inherit; margin: 0px; outline-style: none; padding: 0px; text-align: inherit; vertical-align: baseline;"><a class="name-search" href="http://ajj.oxfordjournals.org/search?author1=John+Finnis&sortspec=date&submit=Submit" style="border: 0px; color: #0000cc; font-family: inherit; font-size: inherit; font-style: inherit; line-height: inherit; margin: 0px; outline-style: none; padding: 0px; text-align: inherit; text-decoration: none; vertical-align: 0px; white-space: nowrap;">John Finnis</a></span><a class="xref-corresp" href="http://ajj.oxfordjournals.org/content/59/1/85.abstract#corresp-1" id="xref-corresp-1-1" style="border: 0px; color: #0000cc; font-family: inherit; font-size: 0.85em; font-style: inherit; font-weight: normal; line-height: inherit; margin: 0px; outline-style: none; padding: 0px; text-align: inherit; text-decoration: none; vertical-align: super;">*</a></li>
</ol>
</div>
</h1>
<div class="contributors" style="border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: initial; border-image-width: initial; border: 0px; margin: 0px 0px 10px; outline-style: none; padding: 0px; vertical-align: baseline;">
<div>
<h2 style="border-bottom-color: rgb(153, 153, 153); border-bottom-style: dotted; border-width: 0px 0px 2px; color: #49382a; font-family: Georgia, 'Times New Roman', serif; font-size: 14px; font-weight: lighter; line-height: inherit; margin: 10px 0px; outline-style: none; padding: 5px 8px 0.25em 0em; vertical-align: baseline;">
Abstract</h2>
<div id="p-1" style="border: 0px; font-size: 1.25em; line-height: 1.5; margin-bottom: 10px; outline-style: none; padding: 0px; vertical-align: baseline; width: 510.828px;">
Robert Alexy’s 2013 Natural Law Lecture, published in vol. 58 of this journal, presents law as having two dimensions, ideal and real, and thus a dual nature, to be elucidated by a conceptual analysis distinguishing between the observer’s and the participant’s perspective. It argues on this basis for a “non-positivist” theory of law that is “inclusive” in that it classifies some unjust laws as laws, but not all (and is thus not “super-inclusive”); it rejects the “exclusive non-positivism” that would treat every injustice in a law’s making or content as excluding it from the class of valid laws. Gustav Radbruch’s famous post-War formula—extreme injustice invalidates law—adopted in the jurisprudence of Germany’s higher courts, is thus to be defended as expressing the inclusive non-positivism that articulates the best concept of law that can be constructed and defended as expedient. Alexy’s 2013 article classifies the theory in<em style="border: 0px; font-family: inherit; font-size: inherit; font-weight: inherit; line-height: inherit; margin: 0px; outline-style: none; padding: 0px; text-align: inherit; vertical-align: baseline;">Natural Law and Natural Rights</em> as super-inclusive, but sees hopeful signs of inclusive non-positivism in some recent writings of its author. The present article argues that <em style="border: 0px; font-family: inherit; font-size: inherit; font-weight: inherit; line-height: inherit; margin: 0px; outline-style: none; padding: 0px; text-align: inherit; vertical-align: baseline;">Natural Law and Natural Rights</em> defends, in a sense, all three “non-positivist” positions, each in its proper place as a truth about unjust law: it is (from an observer’s perspective) a fact; it is (from a participant’s perspective) deprived by any significant injustice of law’s generic and presumptive status (legal-moral validity) as a <em style="border: 0px; font-family: inherit; font-size: inherit; font-weight: inherit; line-height: inherit; margin: 0px; outline-style: none; padding: 0px; text-align: inherit; vertical-align: baseline;">reason</em> for action; and it is (from the perspective of particular participants in their circumstances) sometimes, despite its injustice and legal-moral invalidity, a source (by virtue of both the foregoing truths taken with other moral responsibilities and needs) of collateral obligations the extent of which is likely, often, to track, approximately, the results of applying the Radbruch formula. The article argues against Alexy’s theoretical procedures both of conceptual analysis and of concept construction, regrets the “non-positivist/positivist” labeling, raises doubts about speaking of duality of dimensions and nature, and notes the significance of the 2013 article’s further thesis that any injustice in a law impairs (“qualifies”) its legal status.</div>
<div id="p-1" style="border: 0px; font-size: 1.25em; line-height: 1.5; margin-bottom: 10px; outline-style: none; padding: 0px; vertical-align: baseline; width: 510.828px;">
<br /></div>
<div id="p-1" style="border: 0px; font-size: 1.25em; line-height: 1.5; margin-bottom: 10px; outline-style: none; padding: 0px; vertical-align: baseline; width: 510.828px;">
Full paper <a href="http://web.b.ebscohost.com/ehost/pdfviewer/pdfviewer?sid=3445bfd4-14ee-4822-9d99-1586fbed98b8%40sessionmgr105&vid=1&hid=105">here</a></div>
</div>
</div>
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><a href="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMTEhUSEhMWFRUWFxcVFhcVGBUWFxUVFxUXFxUXFRUYHSggGB0lHRcVITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGhAQGi0dHh8tLS0tLS0tLS0tLS0tLS0tLSstLS0tLS0tLS0tLS0tLS0tLS0tLSstLS0tLS0tLS03K//AABEIAPsAyQMBIgACEQEDEQH/xAAbAAACAgMBAAAAAAAAAAAAAAADBAIFAAEGB//EAD8QAAEDAgMFBQYEBAYCAwAAAAEAAhEDIQQSMQVBUWFxIoGRsfAGEzKhwdFCUmLhFCNy8QcVgpKiwrLiJDNT/8QAGQEAAwEBAQAAAAAAAAAAAAAAAAECAwQF/8QAIREBAQACAgMBAAMBAAAAAAAAAAECEQMhEjFBURNCcSL/2gAMAwEAAhEDEQA/APPTWWvfpM1lnvVz6dWzjaik96BSKm9TauQGoUNhupuCG3VUmjZ1MVQgOW09lox70KQqhLNvoE5htn1H/C0npf8AYI9j00aoUPeBXND2fiC94HIET/xlPUdiUD+J08mOd84CNUrlFA1w3/ISQFB7SI0voZEO6EldgdhUzcNcTa5aQR9UU7KaAez2TrDI751B5qvFPnHDPzflN+RQzVixC7Wrst4ByOMD+lw6mQJHWO5VWMD2tiowuaYnK2D1bpI9XS8R5ue96Fr3wTGPoAdsAlv9JaRwzfffG7RVvvAlpWzJqha96EuHLZqtjSeZJ8gjR7gpqLPeJb3gWjUCNDcNGoomoljVUfeI0WzXvFr3iW94s94jQ2B7xHw7pSgTWEWtnTGW7WdIKb1Fi28rCuqBEIQ1Ry209yCG3RE5MKawuFc8gALWHozuvumb8Sug2fhakWAG4uj1KuTablpDC7Nptu7tEXIuGjqND3hWJzkQ0BrecAR0OvqyMyg1o103m57h/dbc0G5J/wBV4VdMu6FRDQZl1Q3nLYeP7JqljDoxjR3lx+V/kohoPXmfIR90VpjS3eUbPRijjT+Jgjl2f/JO0q02D8vAE+RaSfkVTvrvGnyhDbjHby09W38UbPxXzqdRnaDc41OVwB5wQL9C1bp5XAgdCxwyx3ad/kqantIjcB0H7Qp1NvEEZgDwsO7p8lUsRcaR2v7Mhzc1Dsk/FTOhA1yjj03rznHUXU3Fp1BNt4vv5r17C7Wo1PiGU7yJAncXD6i/NUntj7P+/aa1PK97RqIJI3h3E8Cb8ZT1C3Y82FUwO8/QfVYXrWIbcEdO8a29b1EBLQ3WGosFRQcFjUaG6LmUcy2QowgbbzLWZShRhGhutwj4ZBR8OnRPazYVtxUGaKRWFdUSY4jTw3HkU9g9ne8AMFusbxY35+KHgaEm/A3srGnTqRlFgNLT1snjEcmRihhms0uRv0HiSnKdNz+zIA1tePG3mlcLgr3knnu7laUKcmGgRvOsnoqt0jHHaVDAMbe7j1mO7RMfwwG7L1P0TWGpJxlAHd3+tVO9tfHSoZhDqJ6net+66ny7pKuKlLv+nQJapSJ6I2XjtVPAF5Pd+ywOHA+uUKwdhgoCj3qbk0mBN1MHd3/dL1cI0yDaeI8iFZCmtVadvUImR3jUjtn/ANx9UOgypSeC1xjeOXJW4ELHgFVMkZYbVW3NhMxTM9KG1xqNM8a9+t4XB1cBUaS1zCCLGZF+hXpDquR0k24EeRWtp4NuIZdrXEC2a08IeLg+uS0nbms1dPLqlMjgeMXj7KDVfbV2MWSZcRzBzQRpEdvrboFT1aWXnzH1TSiVBTUUGkoqainstJQjYfVCRaGqKJ7WDEZjQeIPSUGmjU279w1PDgsK6p6X2A2blaHBwII6W5Tom2N3W1tAvPUpnDVA5rTO6wuLJvDtaPhA6j1K01phd2h4fDkN4uPyVhSphgAnwRaNG0n7Qhlo4CFjnk6ePAelU5dLo5rcfBLBpPRM4fD8bqfJt/H+pXPIfNTZQR6eHJuSp+7jmls9Qq6khVGp17bpR41RTkLPalqgTb0q910bOws9L1HxdNVGpOsU5UWAYl2o80vsvGlr8rrgmL+RKJVfdI4jsnMNxgrXGsOXHpe43CZxLIne0xB6zaOkLlNr7Ez5sjQHz2o0N9ZjqupwlUuaDM+vPS6X2xhpb2uzweNP9Q3LVyvO8Vs2rTnOwjgRBB6EG6TC61+0KlPM01GOF5D6YIPP1B5qkrNovMtBp9Lt7pu3xKCIrUJqthwLAieciehMDwSkIMWESioKdLVOiez1NM0QZETJMW8ilmFWmxpNQAAWuT+kLH66N9OhBytDQJgD1MJ7BfPf+yralQkgcfUqzwEcdFWV6RxzdWtM8dStvZyQ6LgUyHSPkuWu/H03RGiYbYobRvRAURRwEdyhUHBaA0QnDU+CpGkc3NAqaoh3pV7kjgdQpZ6NWQHDW6DobklXTNWUnXKcTSj9ZQarZaQjvQWlXGViexcTYsNiPLkrV1S2ltP7cVzQeWVmxoSPRV376CfLy+3ct5enHlNVzvtOGxYGLQdZHXlp38lyzzHy79V0ftDiZOWIa4EtI0m9p33GnNczUtYpoTDzEISmhoMyVKksIW6SDOMV1sMgE7jpdU1NWOBrnN4X3+tyynttZ0vnPDYuJOv08k7gZk+pJVGwkvmOh15WV/hGRrwn+6Mz452tKe7gnKUBKYfSOHkmaa53ZDACnCCHKH8U3ijQWLBwsgVnLVPEIdWsO8qggXcUBx5Kb3IZISUg5pQHhMyEvVqBALvSVU3TVR4SlR904ilqlkvWEJqola6qM7SLrv8AWvqVZYh9xeNL3Og3x0+aqKzu2AFHbe0MrIgGTcH5W4Lox9OPk9g7bdSyQHCx0Afwg6iJjmubqa2MjdNkWpULr9EI6qmbZQkRyEkZ0rdPVaUqaDNU12ODOEptDHsDnQJJaXEnruXGs0Xd4fBtIY6Pia0/Jc+bt4ZKX2lsWQKlA5gLxOo5LNj1nOJDgQRuI3K2wzHMNvh1I+qT25RLXe9p/E25A/EyBMc96Uy3NKyxku4u6BjwRC5IbLxgqMDgZtKPWBIjvm0DqTooVaqNo7UqdoAWHDW/r5Kqdia2gBE2nyXRZGUxLnt5gT5kQk622aQ1pyDxLWk8CASrjO3Zdm0ajQM0nnZSbjXkzJQnbcw7re7PcWnyKg2tSddji08wQJ77Iu/wTX6uKOJcUR9ZJbNBcb35p+vQIBUVtjSuKxuVJHaDd5Anmqram0IcW63S7abqhuWt6mFcn6zyyvqLOvtQA3juIJPSEk7bDZGsetyypsEx8XOyrK2yntVzxZW5x0HvgbjRQddVWAeR2SdLKwe6xRrR73Fc9/bJVdtiqx5sTI1sNeqcpmSbEnUACSegGqp8VRcHHOxzSSTDmlp14FbRyZXsKEM6ozkEppachIr0JEFOytsUyxaClQ7F6DsSpnw9I74y+Fl58xdp7G15pFh/C+e5w+6w5J07OC9rbF4ssaSBJiO5CoVc+U6S3Q9dFLEYUl5a7TVY9uV8DQCFlHRlC1HCOo1S+m0PY6Saec0yHkiXB2VwjfEakpzD4gvzFzchByhubNAA1zZRJvwU50RMFrU5P382g/VVtl49q3G4D3mpMN0vF+iqdqbDlrTSMVGnV2pPGTqutqs3j9ktVaY7QBTxuhcZlNVxmy9hObmNWJMnUXJ32Nk/QwbhbN/bmZurSswCeyAhYbDuec34QJ4A74Cdy2eOExnRvZwZScA+pE3ADHOlwNwMoOWx3p7aO1oJb7mrH5stusa/JI7FY59c1HCAwZWiNJ43N4AJ6q72iLT0UiTp53j6Ya41ew+SQ0B05eJc0XnkbdUKi17w5zWfCCdcs9A1S2mJxFT/AEnzt5p/COMWnuWu+mUx3tzf+YVC+GF0W3vF98dpWVPGuBAeT0N5HI7+isHYZoObKyehBlAfRBdIT8pU+Fx91KnQaXGJHzCjjA6CBaRqE1QbdbxBbq/NlnL2YzTAO/d+yB6VGGflbO8bxbfCBtTHZqIBF83ZkyRHxR8k3jwyMtLMQTq6JJJncFQ4+pmdA0aIHdqU53kWeseP/S+dYFoNUmhabcukaiCjVUGU4KsXVUMPugSsYboM+wq89lseKVYB3wvGQ8uB8fNc+xyMCsco6MctXb2KizcbwJad6pqv/wBjuIP1Sfshtg1Ge7cZez5tOhTpb2yf1GVj6dcu+23HQrZmczYzaEHRw1g8CJMHmVI09yxlKH66hSDAxbQO2Cz+oW/3C3zWB9M/DUaehCZNGQgO2cDrHeAfNM9Aup0tSR3kKVOu10tYWuPK7R/URuSO0W0KTbgOOgEAX7kxs/DSwONgbwNPBI9LClQDRAM6kni43JUMZOXyWqeseA8kLHVDcb9eCuQOM2lQ/m5jabH6Jmjhzq0xyss2y6LxvuoYQugFroHPtDw1+aqstdiOpVDrHjKyjh735o7az+DD3uHyIKg+q4Xy/wDL9kpSqVTUBVO3HFjmUz8V3OHBxNgeYEBWLMUQczbO3HXL0581U4qmM+Z1zFvuVaZ7KbUr5WxvNh9T64qjCLtHE53mNBYfUpcFa4zUcvLn5ZCgrJQwVhKrTNjyhrTioygjBWm6rFjdUGZYUdqXYmGLPJtia2djHUqgqN1G7iN4Xe7PxQqNFSIz36SvOQV2nsxUmg3lI8HH9ljlPrfjy+L9q3UHaCgw2U2/Es2phtVJbR2gGNJlbxtXKD9FS4fBOrnPUMUxoPzdeSa96Q2bhH13+9fOQfCDv5q1x+NqUSA1mdnWCB03qwpNa0QDECLIlehm9b1cxRc1bS2ww9rz3LWL2k10klVm2sM4GGAd6psRReLEeuifiVz0dr4th1I70lsjGCS3cCY6TZLigBc3K1To5XZgqynSccu3TZQRKTxC3Qq2Q6zpUYryB3rn9tbQkljOjj9ArvEVsjHO4AlcXPHVbYRy8udnUYFILSkFo59NgLCFsLCgaBeoIj1BBDLbVi2EGK1Ha5ACwKLNtZdGAV0/soXBhkENLrHcbXHyVHsjAmo6/wAI+L7DmvS6OzwNnOcAJlr2xyMADllnxUeO5VzPWULMcjUjYHmqzC4gEJ2m63eud1QxtGlmbl46pHHYwshjATuholNVa3YKNgqLQAYvxRKrW1Y7aTmAE0qkji23iJW2bfcbmi4jo77K4fAQf4inqRB9blUo1IrnbWpvu4ZTzuksXjKTrBwlWNfEUXfEW77ECyrcVhKB0azqArFkVtZom11puVDdgWA9ku8bLX8GWuHaJncnax1d9HMEyWzzPyKHU1Vn7oMpgclUvfqVOKslV7QV4ZlGrj8hc/Rc6m9p4r3jyRoLN6ce9KhdGM1HHnd1ikFFbCaEwsKwLCgBPUERygmQ5WBYsCRjMCdwOzn1DYdkfE7cO/6Kx2LsLOA+rZuobvI3TwGivMVUDWhjAA0WgW7+aztaRDA4QdmlTEBxDRrMnVxPfP8ApXolfDgYSoxos1ggcmrj/ZalNdgO4Od4Zh9V6BhGgy06OBB6FXxzeNRbqx5diGljyRob+KssBXzg+oRtp4HI8sdq0lvUfhPriqtnYOYaaFctnx6GvsWYpScqtKLdw3Kmp4wKxwWIlZrlM1GpDEYEngreAQgVGXVw3M4vZjjMAHnKRODeTEEeS6yo3ok3tuq2VkVNHCZRp3pepZ7Xc/urrEOsqPFvR7Z3pvG4wkwNN657bmNge7bqfi5DgrKrVA7RtcKGO2XRLxmcWZrhwuDPEblrhHPy5/HJQtrp3+yw3VQeqCfZd/4XsceEkLTbnc8thWOM2LWp/EwxxFx4qvLYTCQWysC2UAFygiPUEydThfZR+tV4YODe077Kzw+x8LTBOVz3N3v0n+keCs62Jid86W5cJ08NCq2pUtMESR8pP/ULG5VpIOKsg+rnW0+pQmGfLhukqLNPnu00HyIUqQvxudI3QN6lS89lXf8AyKYI/C7fxa06ePiu9o6rzrY1fJXpOMxLReIg26r0dout+L0zz9lvaPZHvme8Z8bR/ubw6jcuGqMtB3WXp+GqblzvtTsTWtTH9bR/5BTy8e+424eXX/NeeVqZaUxhcaWxKNiWgpB7SFz9X26cpZ3HQ0NoiFJ2NG8rlzmHw+CWqY5wsQUeFE5HVvxgKUr4gFc2NoG91H+McU/Gj+SLrGYy1iqepWJKGSXapvZdHPUA3C56Kpj8Z5ZfRdtYMU8GSfic5k8uACSwrvfUCw/E3TpwVv7aujDR+tnmuX2PWyu3XstrNOTe6NhcY4fyzqNJ8kCptB86x5qO1aUOJCWcc4n8Q1/UPuEBcYXbVQWLp6p1+Ho1h2m5Txba/MLlQ5O4bFkeoS0DuK9mngE0yH8hr4KmrYdzfiaR1BC6XB7U5q5ZtFjh2oPUAo2HnFRQXpFSjh6nxU2GeQHkgf5Ng/yD/cfunsBYioDboOFp/wDcJaqey3/d4C9+9SqjdzI5mA5otvvl+S3iTIaOR5WOUi25YrMUmWIi4geY3dBqsPPnYwd/DQ9VlD6j/qbnfq5SmOVjMAD8XEyEjENtI0G4N3O8V6ds+tnpsf8AmaD3xf6rzCroddN+SNH8LrvfY/EZqGXexxHjf6rbiqM3QtG9MMfxSzCiNK3ZuU9qPZ2Jq0RbVzBu4lo4clxwM2K9fXIe0ns6DNSiIOrmjeeLeB81hycX2Ovh5/65OLdRgoGNoCJ706DeDIOkJbaHwt71hG+UVFSmAthilWuoB4aJM8LXv0VstNVXRAaJJMAcSun2JgPdtk3cbk8/VkrsTZRB948do6D8o+6vSIC2wx0w5M99Rynt7W/lMbxePkuXwxggq49u6svpt4X8lS0fUp5M4ssccwB5QqokgzOisDUlvoJOqPWqk0ajRqN+vI8loBSp26fRSLI6erHmgJNeUZlUpdvr+6KwJBYUMWR6+6Y/zLl8wqlvrepZ+R+aQWlZ8CeWnMw7Tq0pmu24H5Q0eBj6JeoAXgWguHmD3WJsm68lx6/9Z396hY1I6DW58A12g7gpvbaeR4j8U7uqFhzp0JMDiW6zp8RRBpp+H8p3gE37ikaVQiDdunHlU4CV0/sLiIqvYbZhPeP2I1XMuJvruEQ79Q070/7O4jLXaRx001A3KsLqpy9PTS2FJhRMkgEbwoFi6mQoKHWZKym5EIQHG+0Ww8595Ts8a7g7rz5ri8cxxDpsWkSDqJGnyXrmIpLx7/EDb7XVjQo5SGWe8XJf+VpHDfuk8ljyccvbo4uWzqq/3RkgDNMRxPIc10OxtgkRUqCD+FuuXmeJXF7O29VoPDm5Xwb5gCCN4Dte8fNeqbD2xRxdPNTs4AZ6Z+JnUcNYKeGH6XJyb6iHuoS9cqxxDYVRjnwCtGLz32nqZq/RKtG8ctPXNT2veqTz+q2B68Pss8jjbDz9eCg5qnHrTetkW9WUmXj19USmOIUi30VjWn15AI2EXNj6Hd4KbUTLYz65obBFju13+vXFASYPX7evNZB5eDlsDy+Xr1dbyjn/AMvuka3oMmo0flzHh8Ided+5Gc/fuueMgGO/91rBXff/APOe8+6lQLpAn8hP/EFQowwWtwA4XuDfdfKj5c06wSI39YJ/qSrjGY8HCPFvimqTQWgkA67hwP2CRpEcQdRrl3ZTvPIreEqZajSSIz+QAMHT8J0lL4d0mDH4tAB+bgiVx/Ny7sr3XJN+0dTzTxKvZNmmaY5IpYlPZt00Wz+Vh78oT59fJdcYgGmpNCmtO07kBw3+JHtR/D0/cUnfz6guRrTZvd1NwPHkvHa1I/E+w4c+AG8+ij7TxtSpiqj6ji5xqVJJ/S52W2loHgFvaQ7cbhYchAPmSe9Z27rbDGan7Vc953CB8+8/ZM7LxtTD1G1qbsrhxsHDe1w1cChVrMBFjMT9uCUcUIr2jA7UZiaLazNHaj8rh8TT0+yQx4sVQf4bPOWu2bS0xzIgn5LosULKkuExuGmqBxIQns+o3fq+yt8W3+c3+pvmEji2jO4bg5//AHUZHCeVZG/p00lEb8M8ltw8/oFCkGtva/13LZb64rY+Ijr5lSbrH6WnvLZQAy6BJ3X+4lK0C5xJ8N3lyWtovMkTYH7+KYwwtHL7/YJ/CSA3eh69aomU/p8StN3dPsh/xDvzFI3/2Q==" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a></div>
JORGE ALONSO BENITEZ HURTADOhttp://www.blogger.com/profile/13760887888570226594noreply@blogger.com0tag:blogger.com,1999:blog-257825178229594577.post-17874144353373473882016-04-26T07:45:00.002-07:002016-04-26T07:45:51.556-07:00Web links of legal theory and philosophy resources online<div style="border: 0px; font-family: 'Arial Unicode MS', arial, sans-serif; font-size: 0.9375em; font-stretch: inherit; line-height: 1.45em; margin-bottom: 1em; padding: 0px; vertical-align: baseline;">
Australian Society of Legal Philosophy<a class="lime" href="http://www.law.monash.edu.au/about-us/industry-and-community/aslp/" style="-webkit-tap-highlight-color: rgb(239, 239, 239); color: #8eaa2b;" target="_blank"><br />http://www.law.uq.edu.au/aslp</a></div>
<div style="border: 0px; font-family: 'Arial Unicode MS', arial, sans-serif; font-size: 0.9375em; font-stretch: inherit; line-height: 1.45em; margin-bottom: 1em; padding: 0px; vertical-align: baseline;">
International Association for Philosophy of Law and Social Philosophy<br /><a class="lime" href="http://www.ivronline.org/" style="-webkit-tap-highlight-color: rgb(239, 239, 239); color: #8eaa2b;" target="_blank">http://www.ivronline.org/</a></div>
<div style="border: 0px; font-family: 'Arial Unicode MS', arial, sans-serif; font-size: 0.9375em; font-stretch: inherit; line-height: 1.45em; margin-bottom: 1em; padding: 0px; vertical-align: baseline;">
Australian Legal Philosophy Students Association<a class="lime" href="http://alpsa-alpsa.blogspot.com/" style="-webkit-tap-highlight-color: rgb(239, 239, 239); color: #8eaa2b;" target="_blank"><br />http://alpsa-alpsa.blogspot.com/</a></div>
<div style="border: 0px; font-family: 'Arial Unicode MS', arial, sans-serif; font-size: 0.9375em; font-stretch: inherit; line-height: 1.45em; margin-bottom: 1em; padding: 0px; vertical-align: baseline;">
Cambridge Forum for Legal and Political Philosophy<br /><a class="lime" href="http://www.cflpp.law.cam.ac.uk/" style="-webkit-tap-highlight-color: rgb(239, 239, 239); color: #8eaa2b;" target="_blank">http://www.cflpp.law.cam.ac.uk</a></div>
<div style="border: 0px; font-family: 'Arial Unicode MS', arial, sans-serif; font-size: 0.9375em; font-stretch: inherit; line-height: 1.45em; margin-bottom: 1em; padding: 0px; vertical-align: baseline;">
Columbia Legal Theory Workshop<br /><a class="lime" href="http://www.law.columbia.edu/center_program/legal_theory" style="-webkit-tap-highlight-color: rgb(239, 239, 239); color: #8eaa2b;" target="_blank">http://www.law.columbia.edu/center_program/legal_theory</a></div>
<div style="border: 0px; font-family: 'Arial Unicode MS', arial, sans-serif; font-size: 0.9375em; font-stretch: inherit; line-height: 1.45em; margin-bottom: 1em; padding: 0px; vertical-align: baseline;">
Edinburgh Legal Theory Research Group<a class="lime" href="http://www.law.ed.ac.uk/legaltheory/" style="-webkit-tap-highlight-color: rgb(239, 239, 239); color: #8eaa2b;" target="_blank"><br />http://www.law.ed.ac.uk/legaltheory/</a></div>
<div style="border: 0px; font-family: 'Arial Unicode MS', arial, sans-serif; font-size: 0.9375em; font-stretch: inherit; line-height: 1.45em; margin-bottom: 1em; padding: 0px; vertical-align: baseline;">
European University Institute Law Department<br /><a class="lime" href="http://www.iue.it/LAW/" style="-webkit-tap-highlight-color: rgb(239, 239, 239); color: #8eaa2b;" target="_blank">http://www.iue.it/LAW/</a></div>
<div style="border: 0px; font-family: 'Arial Unicode MS', arial, sans-serif; font-size: 0.9375em; font-stretch: inherit; line-height: 1.45em; margin-bottom: 1em; padding: 0px; vertical-align: baseline;">
European Academy of Legal Theory<a class="lime" href="http://www.legaltheory.be/" style="-webkit-tap-highlight-color: rgb(239, 239, 239); color: #8eaa2b;" target="_blank"><br />http://www.legaltheory.be</a></div>
<div style="border: 0px; font-family: 'Arial Unicode MS', arial, sans-serif; font-size: 0.9375em; font-stretch: inherit; line-height: 1.45em; margin-bottom: 1em; padding: 0px; vertical-align: baseline;">
Kadish Center for Morality, Law and Public Affairs<br /><a class="lime" href="http://www.law.berkeley.edu/kadish.htm" style="-webkit-tap-highlight-color: rgb(239, 239, 239); color: #8eaa2b;" target="_blank">http://www.law.berkeley.edu/kadish.htm</a></div>
<div style="border: 0px; font-family: 'Arial Unicode MS', arial, sans-serif; font-size: 0.9375em; font-stretch: inherit; line-height: 1.45em; margin-bottom: 1em; padding: 0px; vertical-align: baseline;">
NYU Colloquium in Legal, Political and Social Philosophy<br /><a class="lime" href="http://www.law.nyu.edu/academics/colloquia/index.htm" style="-webkit-tap-highlight-color: rgb(239, 239, 239); color: #8eaa2b;" target="_blank">http://www.law.nyu.edu/academics/colloquia/index.htm</a></div>
<div style="border: 0px; font-family: 'Arial Unicode MS', arial, sans-serif; font-size: 0.9375em; font-stretch: inherit; line-height: 1.45em; margin-bottom: 1em; padding: 0px; vertical-align: baseline;">
Legal Philosophy in Oxford<br /><a class="lime" href="http://www.law.ox.ac.uk/jurisprudence/" style="-webkit-tap-highlight-color: rgb(239, 239, 239); color: #8eaa2b;" target="_blank">http://www.law.ox.ac.uk/jurisprudence/</a></div>
<div style="border: 0px; font-family: 'Arial Unicode MS', arial, sans-serif; font-size: 0.9375em; font-stretch: inherit; line-height: 1.45em; margin-bottom: 1em; padding: 0px; vertical-align: baseline;">
Legal Theory Blog<br /><a class="lime" href="http://lsolum.blogspot.com/" style="-webkit-tap-highlight-color: rgb(239, 239, 239); color: #8eaa2b;" target="_blank">http://lsolum.blogspot.com/</a></div>
<div style="border: 0px; font-family: 'Arial Unicode MS', arial, sans-serif; font-size: 0.9375em; font-stretch: inherit; line-height: 1.45em; margin-bottom: 1em; padding: 0px; vertical-align: baseline;">
Pennsylvania Institute for Law and Philosophy<br /><a class="lime" href="http://www.law.upenn.edu/academics/institutes/ilp/" style="-webkit-tap-highlight-color: rgb(239, 239, 239); color: #8eaa2b;" target="_blank">http://www.law.upenn.edu/academics/institutes/ilp/</a></div>
<div style="border: 0px; font-family: 'Arial Unicode MS', arial, sans-serif; font-size: 0.9375em; font-stretch: inherit; line-height: 1.45em; margin-bottom: 1em; padding: 0px; vertical-align: baseline;">
Rutgers Institute for Law and Philosophy<br /><a class="lime" href="http://lawandphil.rutgers.edu/" style="-webkit-tap-highlight-color: rgb(239, 239, 239); color: #8eaa2b;" target="_blank">http://lawandphil.rutgers.edu/</a></div>
<div style="border: 0px; font-family: 'Arial Unicode MS', arial, sans-serif; font-size: 0.9375em; font-stretch: inherit; line-height: 1.45em; margin-bottom: 1em; padding: 0px; vertical-align: baseline;">
Stanford Encyclopaedia of Philosophy<br /><a class="lime" href="http://plato.stanford.edu/" style="-webkit-tap-highlight-color: rgb(239, 239, 239); color: #8eaa2b;" target="_blank">http://plato.stanford.edu</a></div>
<div style="border: 0px; font-family: 'Arial Unicode MS', arial, sans-serif; font-size: 0.9375em; font-stretch: inherit; line-height: 1.45em; margin-bottom: 1em; padding: 0px; vertical-align: baseline;">
UCL Colloquium in Legal and Social Philosophy<br /><a class="lime" href="http://www.ucl.ac.uk/laws/jurisprudence/index.shtml?colloquia" style="-webkit-tap-highlight-color: rgb(239, 239, 239); color: #8eaa2b;" target="_blank">http://www.ucl.ac.uk/laws/jurisprudence/index.shtml?colloquia</a></div>
<div style="border: 0px; font-family: 'Arial Unicode MS', arial, sans-serif; font-size: 0.9375em; font-stretch: inherit; line-height: 1.45em; margin-bottom: 1em; padding: 0px; vertical-align: baseline;">
Yale Center for Law and Philosophy<a class="lime" href="http://www.law.yale.edu/yclp/" style="-webkit-tap-highlight-color: rgb(239, 239, 239); color: #8eaa2b;" target="_blank"><br />http://www.law.yale.edu/yclp/</a></div>
<div style="border: 0px; font-family: 'Arial Unicode MS', arial, sans-serif; font-size: 0.9375em; font-stretch: inherit; line-height: 1.45em; margin-bottom: 1em; padding: 0px; vertical-align: baseline;">
Yale Law School Legal Theory Workshop<br /><a class="lime" href="http://www.law.yale.edu/intellectuallife/ltw.htm" style="-webkit-tap-highlight-color: rgb(239, 239, 239); color: #8eaa2b;" target="_blank">http://www.law.yale.edu/intellectuallife/ltw.htm</a></div>
<div style="border: 0px; font-family: 'Arial Unicode MS', arial, sans-serif; font-size: 0.9375em; font-stretch: inherit; line-height: 1.45em; margin-bottom: 1em; padding: 0px; vertical-align: baseline;">
IVR Encyclopaedia of Jurisprudence, Legal Theory and Philosophy of Law<br /><a class="lime" href="http://www.ivr-enc.info/" style="-webkit-tap-highlight-color: rgb(239, 239, 239); color: #8eaa2b;" target="_blank">http://www.ivr-enc.info/</a></div>
JORGE ALONSO BENITEZ HURTADOhttp://www.blogger.com/profile/13760887888570226594noreply@blogger.com0tag:blogger.com,1999:blog-257825178229594577.post-30118959564798117892016-04-26T07:43:00.000-07:002016-04-26T07:43:15.702-07:00IVR 2017 ISTANBUL, JULY 16-21 INVITATION AND CALL FOR PAPERS<br />
<img alt="IVR 2017" src="http://ivr2017.org/wp-content/uploads/2015/11/x-02.png" /><br />
<br />
The International Society for the Philosophy of Law and Social Philosophy (IVR) is accepting submissions for individual
papers and group sessions (special workshops), to be presented at the XXVIII World Congress in Istanbul on July 16 – 21,
2017. The theme for the meeting is “Peace Based on Human Rights”, but papers and panels need not be restricted to this theme.<br />
<br />
More information <a href="http://ivr2017.org/">HERE </a>JORGE ALONSO BENITEZ HURTADOhttp://www.blogger.com/profile/13760887888570226594noreply@blogger.com0tag:blogger.com,1999:blog-257825178229594577.post-81980686089192710312016-03-05T07:56:00.001-08:002016-03-05T07:56:41.766-08:00I Congreso de Derecho & Humanidades. EN HOMENAJE A JUAN LARREA HOLGUÍN 2016<img alt="congreso de derecho y humanidades 2016" src="https://static.wixstatic.com/media/09e840_a2ff0be4c0c74fd7ab7e30e59bfa3ad0.jpg/v1/fill/w_603,h_447,al_c,q_80,usm_0.66_1.00_0.01/09e840_a2ff0be4c0c74fd7ab7e30e59bfa3ad0.jpg" /><br />
<br />
<div style="background-color: white; color: #333333; font-family: Helvetica, Arial, Tahoma, sans-serif; font-size: 14px; line-height: 22.4px; margin-bottom: 10px;">
Del 29 de junio al 1 de julio de 2016 se desarrollará el I Congreso de Derecho y Humanismo en homenaje a Mons. Juan Larrea, a los 10 años de su fallecimiento. Se encuentra abierta la convocatoria para presentar ponencias.<span id="more-5494"></span></div>
<div style="background-color: white; color: #333333; font-family: Helvetica, Arial, Tahoma, sans-serif; font-size: 14px; line-height: 22.4px; margin-bottom: 10px;">
<img alt="bo2" class="alignnone size-full wp-image-5495" src="https://digitanos.files.wordpress.com/2016/02/bo2.png?w=500" style="border: 4px solid rgb(238, 238, 238); box-sizing: border-box; height: auto; max-width: 100%; vertical-align: middle;" /> Los temas para desarrollar serán:</div>
<div style="background-color: white; color: #333333; font-family: Helvetica, Arial, Tahoma, sans-serif; font-size: 14px; line-height: 22.4px; margin-bottom: 10px;">
Mesa 1: Derecho</div>
<div style="background-color: white; color: #333333; font-family: Helvetica, Arial, Tahoma, sans-serif; font-size: 14px; line-height: 22.4px; margin-bottom: 10px;">
· El derecho constitucional</div>
<div style="background-color: white; color: #333333; font-family: Helvetica, Arial, Tahoma, sans-serif; font-size: 14px; line-height: 22.4px; margin-bottom: 10px;">
· Los derechos de las personas</div>
<div style="background-color: white; color: #333333; font-family: Helvetica, Arial, Tahoma, sans-serif; font-size: 14px; line-height: 22.4px; margin-bottom: 10px;">
· El derecho natural</div>
<div style="background-color: white; color: #333333; font-family: Helvetica, Arial, Tahoma, sans-serif; font-size: 14px; line-height: 22.4px; margin-bottom: 10px;">
<br /></div>
<div style="background-color: white; color: #333333; font-family: Helvetica, Arial, Tahoma, sans-serif; font-size: 14px; line-height: 22.4px; margin-bottom: 10px;">
Mesa 2: Historia</div>
<div style="background-color: white; color: #333333; font-family: Helvetica, Arial, Tahoma, sans-serif; font-size: 14px; line-height: 22.4px; margin-bottom: 10px;">
· Historia nacional</div>
<div style="background-color: white; color: #333333; font-family: Helvetica, Arial, Tahoma, sans-serif; font-size: 14px; line-height: 22.4px; margin-bottom: 10px;">
· Historia iberoamericana</div>
<div style="background-color: white; color: #333333; font-family: Helvetica, Arial, Tahoma, sans-serif; font-size: 14px; line-height: 22.4px; margin-bottom: 10px;">
· Historia del derecho</div>
<div style="background-color: white; color: #333333; font-family: Helvetica, Arial, Tahoma, sans-serif; font-size: 14px; line-height: 22.4px; margin-bottom: 10px;">
<br /></div>
<div style="background-color: white; color: #333333; font-family: Helvetica, Arial, Tahoma, sans-serif; font-size: 14px; line-height: 22.4px; margin-bottom: 10px;">
Mesa 3: Humanidades</div>
<div style="background-color: white; color: #333333; font-family: Helvetica, Arial, Tahoma, sans-serif; font-size: 14px; line-height: 22.4px; margin-bottom: 10px;">
· Cuestiones morales y deontológicas</div>
<div style="background-color: white; color: #333333; font-family: Helvetica, Arial, Tahoma, sans-serif; font-size: 14px; line-height: 22.4px; margin-bottom: 10px;">
· La importancia de las humanidades</div>
<div style="background-color: white; color: #333333; font-family: Helvetica, Arial, Tahoma, sans-serif; font-size: 14px; line-height: 22.4px; margin-bottom: 10px;">
· Educación y magisterio</div>
<div style="background-color: white; color: #333333; font-family: Helvetica, Arial, Tahoma, sans-serif; font-size: 14px; line-height: 22.4px; margin-bottom: 10px;">
Más información <a href="http://juanlarreaholguin.wix.com/congreso">aquí. </a></div>
JORGE ALONSO BENITEZ HURTADOhttp://www.blogger.com/profile/13760887888570226594noreply@blogger.com0tag:blogger.com,1999:blog-257825178229594577.post-12309877307886550352015-04-23T14:07:00.001-07:002015-04-23T14:07:26.422-07:00Revista Ecuatoriana de Derecho<img alt="Page Header" height="65" src="http://eclawreview.utpl.edu.ec/public/journals/1/homeHeaderTitleImage_en_US.jpg" width="640" /><br />
<br />
Salió el primer número online de nuestra <a href="http://eclawreview.utpl.edu.ec/index.php/law">Revista Ecuatoriana de Derecho</a> del Departamento de Ciencias Jurídicas de la Universidad Técnica Particular de Loja, Ecuador, editada por un servidor.<br />
<br />
Invitamos a toda la comunidad de juristas del mundo latino que se suscriban en la Revista y nos envíen sus artículos que después de un proceso de evaluación serán publicados.<br />
<br />
El contenido de este primer número a continuación:<br />
<br />
<h3 style="background-color: white; color: #111111; font-family: 'Times New Roman', Times, Georgia, serif; font-size: 1.8em; font-weight: normal; margin: 0em 1em 0.25em 0em; padding-top: 0.75em; text-transform: uppercase;">
NO 1 (2014)</h3>
<div id="issueDescription" style="background-color: white; color: #111111; font-family: 'Times New Roman', Times, Georgia, serif; font-size: 11.1999998092651px;">
Filosofía del Derecho y Derecho Constitucional</div>
<h3 style="background-color: white; color: #111111; font-family: 'Times New Roman', Times, Georgia, serif; font-size: 1.8em; font-weight: normal; margin: 0em 1em 0.25em 0em; padding-top: 0.75em; text-transform: uppercase;">
TABLE OF CONTENTS</h3>
<h4 class="tocSectionTitle" style="background-color: white; color: #111111; font-family: 'Times New Roman', Times, Georgia, serif; font-size: 1.5em; font-weight: normal; margin: 0.75em 1em 0.25em 0em; text-transform: uppercase;">
ARTICLES</h4>
<table class="tocArticle" style="background-color: white; border-spacing: 0px; border: 0px; color: #111111; font-family: 'Times New Roman', Times, Georgia, serif; font-size: 11.1999998092651px; padding: 5px 0px; width: 849px;"><tbody>
<tr valign="top"><td class="tocArticleTitleAuthors" style="width: 678px;"><div class="tocTitle">
<a href="http://eclawreview.utpl.edu.ec/index.php/law/article/view/12" style="color: #006699; text-decoration: none;">Aplicación del test de proporcionalidad por parte del legislador para la creación de penas para los delitos.</a></div>
<div class="tocAuthors" style="padding-left: 10px;">
Jorge Benítez Hurtado</div>
</td><td class="tocArticleGalleysPages" style="width: 167px;"><div class="tocGalleys" style="text-align: right;">
</div>
<div class="tocPages" style="text-align: right;">
</div>
</td></tr>
</tbody></table>
<table class="tocArticle" style="background-color: white; border-spacing: 0px; border: 0px; color: #111111; font-family: 'Times New Roman', Times, Georgia, serif; font-size: 11.1999998092651px; padding: 5px 0px; width: 849px;"><tbody>
<tr valign="top"><td class="tocArticleTitleAuthors" style="width: 678px;"><div class="tocTitle">
<a href="http://eclawreview.utpl.edu.ec/index.php/law/article/view/5" style="color: #006699; text-decoration: none;">Complejidad y Derecho Constitucional. Un ensayo de metateoría constitucional desde el constructivismo jurídico</a></div>
<div class="tocAuthors" style="padding-left: 10px;">
Enrique Cáceres</div>
</td><td class="tocArticleGalleysPages" style="width: 167px;"><div class="tocGalleys" style="text-align: right;">
</div>
<div class="tocPages" style="text-align: right;">
</div>
</td></tr>
</tbody></table>
<table class="tocArticle" style="background-color: white; border-spacing: 0px; border: 0px; color: #111111; font-family: 'Times New Roman', Times, Georgia, serif; font-size: 11.1999998092651px; padding: 5px 0px; width: 849px;"><tbody>
<tr valign="top"><td class="tocArticleTitleAuthors" style="width: 678px;"><div class="tocTitle">
<a href="http://eclawreview.utpl.edu.ec/index.php/law/article/view/6" style="color: #006699; text-decoration: none;">If You Ain’t in Prison, You Just Got Lucky: Luck, Culpability, and the Retributivist Justification of Punishment</a></div>
<div class="tocAuthors" style="padding-left: 10px;">
Kenneth Himma</div>
</td><td class="tocArticleGalleysPages" style="width: 167px;"><div class="tocGalleys" style="text-align: right;">
</div>
<div class="tocPages" style="text-align: right;">
</div>
</td></tr>
</tbody></table>
<table class="tocArticle" style="background-color: white; border-spacing: 0px; border: 0px; color: #111111; font-family: 'Times New Roman', Times, Georgia, serif; font-size: 11.1999998092651px; padding: 5px 0px; width: 849px;"><tbody>
<tr valign="top"><td class="tocArticleTitleAuthors" style="width: 678px;"><div class="tocTitle">
<a href="http://eclawreview.utpl.edu.ec/index.php/law/article/view/7" style="color: #006699; text-decoration: none;">Nuevo constitucionalismo dialógico en América Latina</a></div>
<div class="tocAuthors" style="padding-left: 10px;">
Leonardo García Jaramillo</div>
</td><td class="tocArticleGalleysPages" style="width: 167px;"><div class="tocGalleys" style="text-align: right;">
</div>
<div class="tocPages" style="text-align: right;">
</div>
</td></tr>
</tbody></table>
<table class="tocArticle" style="background-color: white; border-spacing: 0px; border: 0px; color: #111111; font-family: 'Times New Roman', Times, Georgia, serif; font-size: 11.1999998092651px; padding: 5px 0px; width: 849px;"><tbody>
<tr valign="top"><td class="tocArticleTitleAuthors" style="width: 678px;"><div class="tocTitle">
<a href="http://eclawreview.utpl.edu.ec/index.php/law/article/view/8" style="color: #006699; text-decoration: none;">Religión y libertad de expresión: los retratos de Mahoma</a></div>
<div class="tocAuthors" style="padding-left: 10px;">
Robert Post</div>
</td><td class="tocArticleGalleysPages" style="width: 167px;"><div class="tocGalleys" style="text-align: right;">
</div>
<div class="tocPages" style="text-align: right;">
</div>
</td></tr>
</tbody></table>
<table class="tocArticle" style="background-color: white; border-spacing: 0px; border: 0px; color: #111111; font-family: 'Times New Roman', Times, Georgia, serif; font-size: 11.1999998092651px; padding: 5px 0px; width: 849px;"><tbody>
<tr valign="top"><td class="tocArticleTitleAuthors" style="width: 678px;"><div class="tocTitle">
<a href="http://eclawreview.utpl.edu.ec/index.php/law/article/view/9" style="color: #006699; text-decoration: none;">El rule of law y el concepto práctico - paradigmático derecho</a></div>
<div class="tocAuthors" style="padding-left: 10px;">
Carlos Massini Correas</div>
</td><td class="tocArticleGalleysPages" style="width: 167px;"><div class="tocGalleys" style="text-align: right;">
</div>
<div class="tocPages" style="text-align: right;">
</div>
</td></tr>
</tbody></table>
<table class="tocArticle" style="background-color: white; border-spacing: 0px; border: 0px; color: #111111; font-family: 'Times New Roman', Times, Georgia, serif; font-size: 11.1999998092651px; padding: 5px 0px; width: 849px;"><tbody>
<tr valign="top"><td class="tocArticleTitleAuthors" style="width: 678px;"><div class="tocTitle">
<a href="http://eclawreview.utpl.edu.ec/index.php/law/article/view/10" style="color: #006699; text-decoration: none;">La Interpretación del Derecho</a></div>
<div class="tocAuthors" style="padding-left: 10px;">
Dennis Patterson</div>
</td><td class="tocArticleGalleysPages" style="width: 167px;"><div class="tocGalleys" style="text-align: right;">
</div>
<div class="tocPages" style="text-align: right;">
</div>
</td></tr>
</tbody></table>
<table class="tocArticle" style="background-color: white; border-spacing: 0px; border: 0px; color: #111111; font-family: 'Times New Roman', Times, Georgia, serif; font-size: 11.1999998092651px; padding: 5px 0px; width: 849px;"><tbody>
<tr valign="top"><td class="tocArticleTitleAuthors" style="width: 678px;"><div class="tocTitle">
<a href="http://eclawreview.utpl.edu.ec/index.php/law/article/view/11" style="color: #006699; text-decoration: none;">La dignidad como valor intrínseco de las personas</a></div>
<div class="tocAuthors" style="padding-left: 10px;">
Silvana Erazo Bustamante</div>
</td></tr>
</tbody></table>
<br />
<br />JORGE ALONSO BENITEZ HURTADOhttp://www.blogger.com/profile/13760887888570226594noreply@blogger.com0tag:blogger.com,1999:blog-257825178229594577.post-46519428072824672392015-03-28T21:30:00.001-07:002015-03-28T21:30:09.094-07:00XXVII Congreso mundial de la Asociación Internacional de Filosofía del Derecho y Filosofía Social (IVR)<div style="text-align: center;">
<img src="https://ivr2015.files.wordpress.com/2014/09/screen-shot-2014-09-29-at-12-34-01-pm.png?w=254&h=300&crop=1" /></div>
<br />
El congreso mundial del IVR será en el mes de julio del 26 al 1 de agosto. El tema central del congreso será: "Derecho, razón y emoción".<br />
<br />
Para más detalles de este prestigioso evento, <a href="http://ivr2015.org/">aquí.</a>JORGE ALONSO BENITEZ HURTADOhttp://www.blogger.com/profile/13760887888570226594noreply@blogger.com0tag:blogger.com,1999:blog-257825178229594577.post-84310487092691891052015-02-12T10:03:00.003-08:002015-02-12T10:03:49.025-08:00Diversidad religiosa y espiritual en la conformación del Estado ecuatoriano<br />
<div style="text-align: center;">
<img alt="diversidad-religiosa1" src="http://www.justicia.gob.ec/wp-content/uploads/2012/10/diversidad-religiosa11.jpg" /></div>
<br />
El contenido de este libro:<br />
<br />
PRIMERA PARTE<br />
Reflexión histórica<br />
Autor: Mario Chicaiza<br />
I. Marco teórico: justificación, metodología y conceptualización<br />
<br />
II. Las continuidades y transformaciones en las espiritualidades<br />
ancestrales del Ecuador<br />
<br />
III. El Estado indiano durante la Colonia: orígenes de la exclusión en el<br />
Ecuador<br />
<br />
IV. Constitución formal del Estado ecuatoriano. Siglos XIX-XX:<br />
protagonistas y poder<br />
<br />
V. El Estado en vías al Buen Vivir: el nuevo período y los<br />
desafíos<br />
<br />
SEGUNDA PARTE<br />
Debates<br />
<br />
I.- Poder y bienes patrimoniales: el caso de San Francisco<br />
Autor: Mario Chicaiza<br />
<br />
II.- Religión, género y derechos sexuales y reproductivos<br />
Autora: Soledad Varea<br />
<br />
III.- Nuevos acercamientos y propuestas de investigación<br />
Autor: Mario Chicaiza<br />
<br />
Para leerlo al texto completo <a href="http://www.justicia.gob.ec/wp-content/uploads/2012/05/Libro-Diversidad-religiosa-y-espiritual-en-la-conformaci%C3%B3n-del-Estado-ecuatoriano.pdf">aquí.</a>JORGE ALONSO BENITEZ HURTADOhttp://www.blogger.com/profile/13760887888570226594noreply@blogger.com0tag:blogger.com,1999:blog-257825178229594577.post-43041178260056986742015-02-12T09:56:00.000-08:002015-02-12T09:56:00.775-08:00Derecho y Literatura. Un hombre muerto a puntapiés<div style="text-align: center;">
<img alt="postal Un-hombre-meurto-a-puntapies" src="http://www.funcionjudicial.gob.ec/images/banners/postal_Un-hombre-meurto-a-puntapies.jpg" /></div>
<br />
Para leer este importante libro del jurista lojano Pablo Palacio <a href="http://www.funcionjudicial.gob.ec/www/pdf/publicaciones/unhombremuertoapuntapies.pdf">aquí.</a>JORGE ALONSO BENITEZ HURTADOhttp://www.blogger.com/profile/13760887888570226594noreply@blogger.com0