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    <title>News of Philosophie des sciences et Sociétés</title>
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    <description>Latest news of Philosophie des sciences et Sociétés</description>
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    <pubDate>Sun, 16 Aug 2026 14:41:26 +0200</pubDate>
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      <title>Fellowship CEFISES</title>
      <link>https://uclouvain.be/fr/instituts-recherche/isp/cefises/news/fellowship-cefises</link>
      <description>Programme de financementpour chercheuses et chercheurs visiteur·e·sLe Centre de philosophie des sciences et sociétés (CEFISES) de l’Université catholique de Louvain (UCLouvain) lance un nouveau programme de financement (voyage et hébergement) destiné à accueillir des chercheuses et chercheurs visiteur·e·s à l’UCLouvain pour une période d’environ une semaine.L’objectif principal de ce programme est de diversifier les recherches et les collaborations des membres du Centre. Nous ciblons particulièrement les projets rédaction d’articles collaboratifs ou de préparation de demandes de subventions. Nous encourageons également les candidatures susceptibles de favoriser des collaborations avec des institutions avec lesquelles nous n’avons pas encore travaillé. Dans le même esprit, nous souhaitons soutenir en priorité les jeunes chercheuses et chercheurs ainsi que les postdoctorant·e·s.L’appel à candidatures est ouvert dès maintenant. Les personnes souhaitant postuler sont invitées à soumettre les informations suivantes&amp;nbsp;:Nom, affiliation actuelle et une copie d’un CV académique (ou lien vers un site web)Nom d’un sponsor au sein du Centre (professeur·e, postdoctorant·e ou doctorant·e), ainsi qu’une liste des membres du Centre avec lesquels vous souhaiteriez collaborer ;&amp;nbsp;Proposition de dates de visiteBrève description du projet envisagé au CEFISES (par exemple : un article à rédiger en collaboration ou une demande de subvention à préparer).Nous nous efforcerons de couvrir l'intégralité des frais de voyage et d’hébergement. Toutefois, il est possible que nous ne puissions financer qu'une partie des dépenses de certain·e·s candidat·e·s. Nous encourageons donc les personnes candidat·e·s à combiner ce financement avec d’autres sources de soutien externe lorsque cela est possible, et à nous en informer dans leur demande.SoumissionLa demande doit être envoyée par courriel, directement à votre sponsor au Centre. Celui-ci prendra contact avec vous afin de déterminer si la proposition est acceptable. Le cas échéant, il ou elle la soumettra au Centre, où elle fera l'objet d'une évaluation en concurrence avec les autres candidatures.Toutes choses égales par ailleurs, une préférence sera accordée aux demandes qui répondent de manière claire et concrète aux trois objectifs mentionnés ci-dessus. Vous trouverez les coordonnées des membres du Centre sur notre page «&amp;nbsp;Membres&amp;nbsp;».Le CEFISES est un centre bilingue&amp;nbsp;; nous accueillons volontiers les candidatures de chercheuses et chercheurs dont l'une des langues de travail est le français ou l'anglais.Note particulière&amp;nbsp;: Le CEFISES s’engage à soutenir les chercheuses et chercheurs dont les activités ont été perturbées par la guerre en Ukraine ou qui ont été contraint·e·s de se déplacer en raison de celle-ci. Ces demandes feront l’objet d’une évaluation prioritaire dès leur réception. Dans la mesure des ressources disponibles, nous chercherons également à leur fournir un soutien financier et/ou logistique complémentaire. Cette aide pourrait inclure des séjours d’une durée supérieure à celle habituellement prévue dans le cadre du programme.ÉvaluationLes demandes sont évaluées trois fois par an (voir toutefois la note ci-dessus concernant les candidatures liées à la guerre en Ukraine).Les candidat·e·s sont invité·e·s de soumettre leur dossier avant la date limite correspondant à la période de séjour souhaitée, bien que ces échéances ne constituent pas des contraintes absolues.Dates limitesSéjours prévu en juin, juillet, août ou septembre1 févrierVeuillez noter que l'activité intellectuelle du Centre est généralement plus réduite en juillet et août. Les demandes pour cette période restent les bienvenues, mais les séminaires et conférences y sont plus rares, et plusieurs membres du Centre peuvent être en congé&amp;nbsp;!Séjours pendant octobre, novembre, décembre, ou janvier1 juinSéjours pendant février, mars, avril, ou mai1 octobre</description>
      <content:encoded><![CDATA[<h4 class="text-align-center">Programme de financement</h4><h4 class="text-align-center">pour chercheuses et chercheurs visiteur<meta content="text/html; charset=us-ascii" http-equiv="Content-Type">·e·s</h4><p>Le Centre de philosophie des sciences et sociétés (<strong>CEFISES</strong>) de l’Université catholique de Louvain (UCLouvain) lance un nouveau programme de financement (voyage et hébergement) destiné à accueillir des chercheuses et chercheurs visiteur·e·s à l’UCLouvain pour une période d’environ une semaine.</p><p>L’objectif principal de ce programme est de diversifier les recherches et les collaborations des membres du Centre. Nous ciblons particulièrement les projets rédaction d’articles collaboratifs ou de préparation de demandes de subventions. Nous encourageons également les candidatures susceptibles de favoriser des collaborations avec des institutions avec lesquelles nous n’avons pas encore travaillé. Dans le même esprit, nous souhaitons soutenir en priorité les jeunes chercheuses et chercheurs ainsi que les postdoctorant·e·s.</p><p>L’appel à candidatures est ouvert dès maintenant. Les personnes souhaitant postuler sont invitées à soumettre les informations suivantes&nbsp;:</p><ul><li data-list-item-id="ee0ab8cd024fb1e5a22c7c77534bdcbb7">Nom, affiliation actuelle et une copie d’un CV académique (ou lien vers un site web)</li><li data-list-item-id="ea78c3652b83dcfc6905fee1b6e5afbe1">Nom d’un sponsor au sein du Centre (professeur·e, postdoctorant·e ou doctorant·e), ainsi qu’une liste des membres du Centre avec lesquels vous souhaiteriez collaborer ;&nbsp;</li><li data-list-item-id="e35ab9929e36d406be966c81577e74119">Proposition de dates de visite</li><li data-list-item-id="e5969a7ae331ee1f3fa5d635adbe8d9dd">Brève description du projet envisagé au <strong>CEFISES</strong> (par exemple : un article à rédiger en collaboration ou une demande de subvention à préparer).</li></ul><p>Nous nous efforcerons de couvrir l'intégralité des frais de voyage et d’hébergement. Toutefois, il est possible que nous ne puissions financer qu'une partie des dépenses de certain·e·s candidat·e·s. Nous encourageons donc les personnes candidat·e·s à combiner ce financement avec d’autres sources de soutien externe lorsque cela est possible, et à nous en informer dans leur demande.</p><h5>Soumission</h5><p>La demande doit être envoyée par courriel, directement à votre sponsor au Centre. Celui-ci prendra contact avec vous afin de déterminer si la proposition est acceptable. Le cas échéant, il ou elle la soumettra au Centre, où elle fera l'objet d'une évaluation en concurrence avec les autres candidatures.</p><p>Toutes choses égales par ailleurs, une préférence sera accordée aux demandes qui répondent de manière claire et concrète aux trois objectifs mentionnés ci-dessus. Vous trouverez les coordonnées des membres du Centre sur notre page «&nbsp;Membres&nbsp;».</p><p>Le <strong>CEFISES</strong> est un centre bilingue&nbsp;; nous accueillons volontiers les candidatures de chercheuses et chercheurs dont l'une des langues de travail est le français ou l'anglais.</p><p>Note particulière&nbsp;: Le <strong>CEFISES</strong> s’engage à soutenir les chercheuses et chercheurs dont les activités ont été perturbées par la guerre en Ukraine ou qui ont été contraint·e·s de se déplacer en raison de celle-ci. Ces demandes feront l’objet d’une évaluation prioritaire dès leur réception. Dans la mesure des ressources disponibles, nous chercherons également à leur fournir un soutien financier et/ou logistique complémentaire. Cette aide pourrait inclure des séjours d’une durée supérieure à celle habituellement prévue dans le cadre du programme.</p><h5>Évaluation</h5><p class="tw-mb-4">Les demandes sont évaluées trois fois par an (<meta content="text/html; charset=us-ascii" http-equiv="Content-Type">voir toutefois la note ci-dessus concernant les candidatures liées à la guerre en Ukraine).</p><p class="tw-mb-4">Les candidat·e·s sont invité·e·s de soumettre leur dossier avant la date limite correspondant à la période de séjour souhaitée, bien que ces échéances ne constituent pas des contraintes absolues.</p><h5>Dates limites</h5><h6>Séjours prévu en juin, juillet, août ou septembre</h6><p><strong><u>1 février</u></strong><br>Veuillez noter que l'activité intellectuelle du Centre est généralement plus réduite en juillet et août. Les demandes pour cette période restent les bienvenues, mais les séminaires et conférences y sont plus rares, et plusieurs membres du Centre peuvent être en congé&nbsp;!</p><h6>Séjours pendant octobre, novembre, décembre, ou janvier</h6><p><strong><u>1 juin</u></strong></p><h6>Séjours pendant février, mars, avril, ou mai</h6><p><strong><u>1 octobre</u></strong></p>]]></content:encoded>
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      <pubDate>Tue, 30 Apr 2024 16:04:44 +0200</pubDate>
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    <item>
      <title>Intervention du Prof. émérite Michel Ghins</title>
      <link>https://uclouvain.be/fr/instituts-recherche/isp/cefises/news/intervention-du-prof-emerite-michel-ghins</link>
      <description>Michel Ghins fera une présentation intitulée «&amp;nbsp;A defense of the structural view of scientific representation&amp;nbsp;» au congrès de l’Académie Internationale de Philosophie des Sciences (AIPS) Models and Representations in Science qui se tiendra à Münster du 25 au 30 septembre 2023.&#13;
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" style="width: 150px; margin: 10px; float: left; max-width: 150px; height: 198px;" /><a dir="auto" href="https://uclouvain.be/fr/repertoires/michel.ghins" rel="noopener" target="_blank" title="Michel Ghins"><strong>Michel Ghins</strong></a> fera une présentation intitulée «&nbsp;<strong>A defense of the structural view of scientific representation</strong>&nbsp;» au congrès de l’<a dir="auto" href="https://www.aips.be/" rel="noopener" target="_blank" title="Acad&amp;eacute;mie internationale de philosophie des sciences"><strong>Académie Internationale de Philosophie des Sciences</strong></a> (AIPS) <em><strong>Models and Representations in Science</strong></em> qui se tiendra à Münster du<strong> 25 au 30 septembre 2023</strong>.</p>
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      <category>UCLouvain Page actualité</category>
      <guid isPermaLink="false">https://uclouvain.be/fr/instituts-recherche/isp/cefises/news/intervention-du-prof-emerite-michel-ghins</guid>
      <pubDate>Tue, 05 Sep 2023 16:13:37 +0200</pubDate>
      <enclosure url="https://uclouvain.be/system/files/uclouvain_assetmanager/groups/cms-editors-isp/vhousiaux/prix%20mercier%202017%20web.jpg" type="image/jpeg" length="855709"/>
      <author>Philosophie des sciences et Sociétés</author>
    </item>
    <item>
      <title>Interventions du prof. Alexandre Guay</title>
      <link>https://uclouvain.be/fr/instituts-recherche/isp/cefises/news/interventions-du-prof-alexandre-guay</link>
      <description>Le professeur Alexandre Guay (CEFISES) donnera le 30 octobre une conférence intitulée " Modalities in Lagrangian formalism " à la National Taiwan University.&#13;
&#13;
Le 1er novembre, il donnera une conférence intitulée " Can we justify the induction principle if the laws are changing? " à la National Chung Cheng University.&#13;
</description>
      <content:encoded><![CDATA[<p><img alt="Alexandre Guay" 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" style="height: 198px; width: 150px; margin-left: 10px; margin-right: 10px; float: left;" /><a dir="auto" href="https://uclouvain.be/fr/repertoires/alexandre.guay" rel="noopener" target="_blank" title="Alexandre Guay"><strong>Le professeur Alexandre Guay</strong></a> (<strong><a href="[D7Node#getUrl#21432]">CEFISES</a></strong>) donnera le <strong>30 octobre</strong> une conférence intitulée " <strong>Modalities in Lagrangian formalism "</strong> à la <a dir="auto" href="https://www.ntu.edu.tw/english/" rel="noopener" target="_blank" title="National Taiwan University"><strong>National Taiwan University</strong></a>.<br />
<br />
<strong>Le 1er novembre,</strong> il donnera une conférence intitulée " <strong>Can we justify the induction principle if the laws are changing? "</strong> à la <a dir="auto" href="https://www.studyintaiwan.org/university/info/56" rel="noopener" target="_blank" title="National Chung Cheng University"><strong>National Chung Cheng University</strong></a>.</p>
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      <category>UCLouvain Page actualité</category>
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      <pubDate>Tue, 05 Sep 2023 16:09:00 +0200</pubDate>
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      <author>Philosophie des sciences et Sociétés</author>
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      <title>Intervention du Prof. émérite Michel Ghins</title>
      <link>https://uclouvain.be/fr/instituts-recherche/isp/cefises/news/justifying-scientific-beliefs-an-anti-pragmatist-and-anti-naturalist-perspective</link>
      <description>Michel Ghins&amp;nbsp;fera la communication suivante: "Justifying scientific beliefs: an anti-pragmatist and anti-naturalist perspective" dans le cadre d’un Symposium "Justification, creativity and discoverability in science" (International Academy of Philosophy of Science) au 17th International conference of Logic, methodology and philosophy of science and technique (CLMPHST).&#13;
&#13;
Buenos Aires. 24-29 July.&amp;nbsp;&#13;
&#13;
Infos&#13;
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      <content:encoded><![CDATA[<p><a href="https://uclouvain.be/fr/repertoires/michel.ghins" target="_blank"><strong>Michel Ghins</strong></a>&nbsp;fera la communication suivante: "Justifying scientific beliefs: an anti-pragmatist and anti-naturalist perspective" dans le cadre d’un Symposium "Justification, creativity and discoverability in science" (<a href="https://www.aips.be/en" target="_blank"><strong>International Academy of Philosophy of Science</strong></a>) au 17th International conference of Logic, methodology and philosophy of science and technique (CLMPHST).</p>

<p>Buenos Aires. 24-29 July.&nbsp;</p>

<p><a href="https://clmpst2023.dc.uba.ar/schedule/" target="_blank"><strong>Infos</strong></a></p>
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      <category>UCLouvain Page actualité</category>
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      <pubDate>Thu, 06 Jul 2023 15:13:20 +0200</pubDate>
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      <author>Philosophie des sciences et Sociétés</author>
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