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    <title>News of De Wulf-Mansion Center</title>
    <link>https://uclouvain.be/en/news/cdwm</link>
    <description>Latest news of De Wulf-Mansion Center</description>
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    <pubDate>Sun, 16 Aug 2026 20:46:18 +0200</pubDate>
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    <ttl>60</ttl>
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      <title>Just out: Reviving Muhyi al-Din: Special Issue of Religiography</title>
      <link>https://uclouvain.be/en/node/35514</link>
      <description>Just out: Reviving Muhyi al-Din</description>
      <content:encoded><![CDATA[<p><a href="https://www.cini.it/en/cini_publications/religiographies-vol-3-no-2-2024/" target="_blank">Access HERE</a></p>]]></content:encoded>
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      <pubDate>Tue, 04 Mar 2025 10:04:17 +0100</pubDate>
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      <author>De Wulf-Mansion Center</author>
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    <item>
      <title>New year, new faces</title>
      <link>https://uclouvain.be/en/research-institutes/isp/cdwm/news/new-year-new-faces</link>
      <description>Bienvenue à David Machek qui nous rejoint cette année ! En savoir plus&#13;
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      <content:encoded><![CDATA[<p>Bienvenue à David Machek qui nous rejoint cette année ! <strong><a href="https://www.philosophie.unibe.ch/about_us/staff/machek/index_eng.html" target="_blank">En savoir plus</a></strong></p>
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      <pubDate>Wed, 28 Aug 2024 10:45:06 +0200</pubDate>
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      <author>De Wulf-Mansion Center</author>
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    <item>
      <title>Scotism Made in Louvain</title>
      <link>https://uclouvain.be/en/node/31951</link>
      <description>Until Sept. 30, there is still time to catch the exposition in Leuven!</description>
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      <category>UCLouvain Page actualité</category>
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      <pubDate>Wed, 28 Aug 2024 10:20:08 +0200</pubDate>
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      <author>De Wulf-Mansion Center</author>
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    <item>
      <title>Interventions d'Aurélien Chukurian </title>
      <link>https://uclouvain.be/en/node/31914</link>
      <description>Après avoir proposé des interventions dans le cadre d’activités s’étant déroulées au Canada (Université du Québec à Montréal et Université du Québec à Trois-Rivières), en Roumanie (Université de Bucarest) et en Belgique (Université Libre de Bruxelles), Aurélien Chukurian&amp;nbsp;(CDWM) poursuivra ses présentations articulées autour de la figure de Blaise Pascal – l’année 2023 marquant le quadricentenaire de sa naissance –, en prenant part au colloque international «&amp;nbsp;Expérience et vérité(s)&amp;nbsp;», se tenant à l’Université de Genève les 4 et 5 septembre 2023 : «&amp;nbsp;Expérience et vérité(s)&amp;nbsp;: un éclairage pascalien&amp;nbsp;».&#13;
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On peut également signaler une publication sur Descartes dans le cadre de la Revue Seiscentos, «&amp;nbsp;Le cartésianisme au miroir de l’eucharistie&amp;nbsp;» (volume 2, numéro 1).&#13;
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" style="height: 264px; width: 200px; float: left; margin: 10px;" />Après avoir proposé des interventions dans le cadre d’activités s’étant déroulées au Canada (<a dir="auto" href="https://uqam.ca/" rel="noopener" target="_blank" title="Universit&amp;eacute; du Qu&amp;eacute;bec &amp;agrave; Montr&amp;eacute;al"><strong>Université du Québec</strong></a> à <strong>Montréal</strong> et <a dir="auto" href="https://www.uqtr.ca/" rel="noopener" target="_blank" title="Universit&amp;eacute; du Qu&amp;eacute;bec &amp;agrave; Trois-Rivi&amp;egrave;res"><strong>Université du Québec </strong></a>à <strong>Trois-Rivières</strong>), en <strong>Roumanie</strong> <a dir="auto" href="https://unibuc.ro/" rel="noopener" target="_blank" title="Universit&amp;eacute; de Bucarest">(<strong>Université de Bucarest</strong>)</a> et en <strong>Belgique</strong> (<a dir="auto" href="https://www.ulb.be/" rel="noopener" target="_blank"><strong>Université Libre de Bruxelles</strong></a>), <a dir="auto" href="https://uclouvain.be/en/directories/aurelien.chukurian" rel="noopener" target="_blank" title="Aur&amp;eacute;lien Chukurian"><strong>Aurélien Chukurian</strong></a>&nbsp;(<strong><a href="[D7Node#getUrl#28832]">CDWM</a></strong>) poursuivra ses présentations articulées autour de la figure de Blaise Pascal – l’année 2023 marquant le quadricentenaire de sa naissance –, en prenant part au colloque international «&nbsp;<strong>Expérience et vérité(s)</strong>&nbsp;», se tenant à l’<a dir="auto" href="https://www.unige.ch/" rel="noopener" target="_blank" title="Universit&amp;eacute; de Gen&amp;egrave;ve"><strong>Université de Genève</strong></a> les<strong> 4 et 5 septembre 2023</strong> : <strong>«&nbsp;<a data-lf-fd-inspected-belvo73doje4zmqj="true" dir="auto" href="https://www.unige.ch/theologie/a_ciel_ouvert/application/files/3216/9332/0918/A5_flyer_ACielOuvert.pdf" rel="noopener" target="_blank" title="Exp&amp;eacute;rience et v&amp;eacute;rit&amp;eacute;(s) : un &amp;eacute;clairage pascalien ">Expérience et vérité(s)&nbsp;: un éclairage pascalien&nbsp;</a>»</strong>.</p>

<p><br />
On peut également signaler une publication sur Descartes dans le cadre de la Revue <strong>Seiscentos</strong>, <strong>«&nbsp;<a dir="auto" href="https://revistas.ufrj.br/index.php/seiscentos/issue/view/2595/showToc" rel="noopener" target="_blank" title="Le cart&amp;eacute;sianisme au miroir de l&amp;rsquo;eucharistie">Le cartésianisme au miroir de l’eucharistie</a>&nbsp;»</strong> (volume 2, numéro 1).</p>
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      <category>UCLouvain Page actualité</category>
      <guid isPermaLink="false">https://uclouvain.be/en/node/31914</guid>
      <pubDate>Tue, 05 Sep 2023 15:54:53 +0200</pubDate>
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      <author>De Wulf-Mansion Center</author>
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      <title>Ana Lomadze, a PhD student from Ilia University, Tbilissi (Georgia), for three months at the Centre De Wulf-Mansion</title>
      <link>https://uclouvain.be/en/node/31913</link>
      <description>Ana is beneficiary of an Erasmus+ and will work closely with Jacob Schmutz. Ana is preparing a thesis on "The semantic triangle in John Duns Scotus' commentaries on De Interpretatione and other works" at Ilia University Tbilissi, with Prof. Tamar Tskhadadze.&#13;
&#13;
Abstract: John Duns Scotus wrote two commentaries on Aristotle's De Interpretatione. (Quaestiones in duos libros Perihermenias and Quaestiones in primum librum Perihermenias). Aristotle's De Interpretatione is a part of his logical works; but in Duns Scotus' questiones logical topics are connected with the issues, which are interesting from an epistemological and ontological point of view too. His commentaries concern the semantic triangle; He asks what kind of relation is between things (res), affections of the soul (passiones animae), and utterance (voces). Duns Scotus has two theories about this issue. According to one of them, utterance represents species. The second theory says that utterance represents things (not yet as existing but as understood). In this early work, he does not say which of these theories is more accurate, although both of them are representational models of thinking. On the other hand, Duns Scotus has some non-representational theories, i.e. intuitive theory of knowledge. My aim is to reconsider Duns Scotus' main philosophical views according to semantic triangle theory and determine and accord with each other representational and non-representational elements of his thought.&#13;
&#13;
&amp;nbsp;&#13;
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      <content:encoded><![CDATA[<p style="color: rgb(32, 54, 95); text-align: justify;"><strong>Ana is beneficiary of an Erasmus+ and will work closely with Jacob Schmutz. Ana is preparing a thesis on "The semantic triangle in John Duns Scotus' commentaries on De Interpretatione and other works" at Ilia University Tbilissi, with Prof. Tamar Tskhadadze.</strong></p>

<p style="text-align: justify;"><strong><strong>Abstract</strong>: </strong>John Duns Scotus wrote two commentaries on Aristotle's De Interpretatione. (Quaestiones in duos libros Perihermenias and Quaestiones in primum librum Perihermenias). Aristotle's De Interpretatione is a part of his logical works; but in Duns Scotus' questiones logical topics are connected with the issues, which are interesting from an epistemological and ontological point of view too. His commentaries concern the semantic triangle; He asks what kind of relation is between things (res), affections of the soul (passiones animae), and utterance (voces). Duns Scotus has two theories about this issue. According to one of them, utterance represents species. The second theory says that utterance represents things (not yet as existing but as understood). In this early work, he does not say which of these theories is more accurate, although both of them are representational models of thinking. On the other hand, Duns Scotus has some non-representational theories, i.e. intuitive theory of knowledge. My aim is to reconsider Duns Scotus' main philosophical views according to semantic triangle theory and determine and accord with each other representational and non-representational elements of his thought.</p>

<p style="text-align: justify;">&nbsp;</p>
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      <pubDate>Fri, 14 Apr 2023 10:32:40 +0200</pubDate>
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      <author>De Wulf-Mansion Center</author>
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