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    <title>News of Centre for Phenomenological Studies</title>
    <link>https://uclouvain.be/en/news/cep</link>
    <description>Latest news of Centre for Phenomenological Studies</description>
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    <pubDate>Sun, 16 Aug 2026 13:05:41 +0200</pubDate>
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      <title>Nouvelles perspectives en herméneutique</title>
      <link>https://uclouvain.be/en/research-institutes/isp/cep/news/new-perspectives-in-hermeneutics</link>
      <description>&amp;nbsp;Les Études phénoménologiques/ Phenomenological Studies lancent un appel à&amp;nbsp;contributions en français et en anglais pour leur numéro 11 sur le thème :Nouvelles perspectives en herméneutiqueParmi les sujets possibles de contributions, de façon non exhaustive :Des études historiques ou comparatives, par exemple :Des réinterprétations des sources antiques et médiévales (Aristote, exégèse biblique)La pertinence actuelle de l’herméneutique romantique (Schleiermacher, Schlegel)Les nombreuses figures de l’herméneutique : phénoménologique (Heidegger), philosophique (Gadamer), narrative (Ricoeur)L’herméneutique en réponse à la psychanalyse, au structuralisme, au postmodernisme, à la déconstructionDes traitements de problèmes spécifiques, par exemple :L’herméneutique face au défi de l’intelligence artificielleLe rôle de l’herméneutique dans les études littéraires et religieusesL’herméneutique à l’ère de la Cancel cultureHerméneutique et compréhension de soiLe rôle de l’herméneutique dans le discours scientifiquePortées ontologique, cognitive et esthétique de l’herméneutiqueL’herméneutique entre art de la compréhension et théorie de l’interprétationLA DATE LIMITE DE SOUMISSION EST FIXÉE AU 1ER OCTOBRE 2025La revue accueille aussi, pour sa rubrique Varia , les soumissions sur des thèmes libres&amp;nbsp;(sans lien avec le sujet du numéro).Les Études Phénoménologiques – Phenomenological Studies sont une revue paraissant une fois par an en ligne et en version&amp;nbsp;imprimée. Elle publie des articles en français et en anglais et pratique&amp;nbsp;l’expertise en double aveugle par les pairs. La&amp;nbsp;revue se réclame de l’esprit d’ouverture aux diverses tendances phénoménologiques qui a animé les Études&amp;nbsp;Phénoménologiques, fondées en&amp;nbsp;1985 par Jacques Taminiaux ()qui en assura la direction jusqu’en 2008. La publication de&amp;nbsp;la présente revue est le fruit d’une collaboration entre le Centre d’Études phénoménologiques de&amp;nbsp;l’Université&amp;nbsp;catholique de Louvain et le Département de philosophie de Marquette University. Elle est publiée par Peeters&amp;nbsp;Publishers et dirigée par Danielle Lories et Pol Vandevelde.La revue entend montrer la pertinence et la fécondité de la phénoménologie dans le débat philosophique actuel et&amp;nbsp;offrir un forum de discussion sur les questions philosophiques contemporaines. Un de&amp;nbsp;ses objectifs est de jeter des&amp;nbsp;ponts entre histoire et philosophie, philosophie « continentale » et philosophie analytique, théorie et application.&amp;nbsp;La revue accueille aussi bien des études de type&amp;nbsp;historique portant sur des auteurs appartenant à la tradition&amp;nbsp;phénoménologique, des approches historiques de questions particulières, que des analyses systématiques de&amp;nbsp;thématiques ou de problèmes à la discussion desquels la phénoménologie est susceptible de contribuer.Les 8 livraisons précédentes sont consacrées à&amp;nbsp;La phénoménologie et les défis de la Philosophy of Mind (1, 2017)La vie comme phénomène. Variations phénoménologiques (2, 2018)La phénoménologie à l’épreuve du politique (3, 2019)Retour sur la perception 75 ans après la percée opérée par Merleau-Ponty (4, 2020)Rencontres interculturelles (5, 2021)Manières d’habiter, modes d’hospitalité (6, 2022)Les multiples visages de l’altérité. Autour de l’œuvre d’Emmanuel Levinas (7, 2023)Démocraties en crise (8, 2024)Existence, engagement, littérature : l’héritage de Sartre (9, 2025, sous presse)L’imagination, de l’esthétique à l’ontologie (10, 2026, en préparation)Les textes soumis doivent être originaux, et ne pas être soumis ailleurs, ils doivent être préparés pour une expertise&amp;nbsp;en « double aveugle ». Les textes n’excéderont pas 9000 mots (60000 caractères) en ce compris les notes et&amp;nbsp;références. Un bref résumé en anglais (150-200 mots) et 5 mots clés en anglais seront placés au début du texte.&amp;nbsp;Les textes devront être soumis en format Microsoft Word (.doc ou .docx) ou RTF en 12 points Times New Roman&amp;nbsp;(pas de format pdf), toutes les marges étant de 2,5cm (ou 1 inch). Ils feront usage du système de référence « Auteur+&amp;nbsp;date, numéro de page » renvoyant à une liste bibliographique à la fin du texte.Les textes sont à soumettre en version électronique uniquement en annexe à un courrier électronique à l’une des&amp;nbsp;adresses suivantes :Textes en français : à envoyer à etudes-pheno@uclouvain.beTexts in English : to be sent to&amp;nbsp;pol.vandevelde@marquette.eduLa première page du manuscrit comprendra le nom entier de l’auteur, son rattachement institutionnel, son adresse postale, un numéro de téléphone et son adresse électronique.Études phénoménologiques – Phenomenological Studies sont répertoriés dans The Philosopher’s Index (https://philindex.org/), International Philosophical Bibliography (subscriptions for individuals and Institutions, see: https://uclouvain.be/en/research-institutes/isp/ipb.html and https://ipb.uclouvain.be/consult/login , ERIH+ - European Reference Index For the Humanities and Social Sciences https://dbh.nsd.uib.no/publiseringskanaler/erihplus/.Les numéros de la revue sont disponibles en ligne: https://poj.peeters-leuven.be/content.php?url= journal&amp;amp;journal_code=EPH , en vente par abonnement (même adresse) et en librairie.Plus d’information :Anglais :&amp;nbsp; http://www.marquette.edu/pheno-studies/index.phpFrançais :&amp;nbsp; https://uclouvain.be/fr/instituts-recherche/isp/cep/etudes-phenomenologiques-phenomenological-studies.html</description>
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" alt=""></p><p>&nbsp;</p><p>Les<em> Études phénoménologiques/ Phenomenological Studies</em> lancent un appel à&nbsp;contributions en français et en anglais pour leur numéro 11 sur le thème :</p><h2>Nouvelles perspectives en herméneutique</h2><hr><p>Parmi les sujets possibles de contributions, de façon non exhaustive :</p><p><br><strong>Des études historiques ou comparatives</strong>, par exemple :</p><ul><li>Des réinterprétations des sources antiques et médiévales (Aristote, exégèse biblique)</li><li>La pertinence actuelle de l’herméneutique romantique (Schleiermacher, Schlegel)</li><li>Les nombreuses figures de l’herméneutique : phénoménologique (Heidegger), philosophique (Gadamer), narrative (Ricoeur)</li><li>L’herméneutique en réponse à la psychanalyse, au structuralisme, au postmodernisme, à la déconstruction</li></ul><p><strong>Des traitements de problèmes spécifiques</strong>, par exemple :</p><ul><li>L’herméneutique face au défi de l’intelligence artificielle</li><li>Le rôle de l’herméneutique dans les études littéraires et religieuses</li><li>L’herméneutique à l’ère de la Cancel culture</li><li>Herméneutique et compréhension de soi</li><li>Le rôle de l’herméneutique dans le discours scientifique</li><li>Portées ontologique, cognitive et esthétique de l’herméneutique</li><li>L’herméneutique entre art de la compréhension et théorie de l’interprétation</li></ul><p><br>LA DATE LIMITE DE SOUMISSION EST FIXÉE AU <strong>1ER OCTOBRE 2025</strong></p><p><br>La revue accueille aussi, pour sa rubrique<em><strong> Varia</strong></em> , les soumissions sur des thèmes libres&nbsp;(sans lien avec le sujet du numéro).</p><p>Les<em> Études Phénoménologiques – Phenomenological Studies</em> sont une revue paraissant une fois par an en ligne et en version&nbsp;imprimée. Elle publie des articles en français et en anglais et pratique&nbsp;l’expertise en double aveugle par les pairs. La&nbsp;revue se réclame de l’esprit d’ouverture aux diverses tendances phénoménologiques qui a animé les <em>Études&nbsp;Phénoménologiques</em>, fondées en&nbsp;1985 par Jacques Taminiaux ()qui en assura la direction jusqu’en 2008. La publication de&nbsp;la présente revue est le fruit d’une collaboration entre le Centre d’Études phénoménologiques de&nbsp;l’Université&nbsp;catholique de Louvain et le Département de philosophie de Marquette University. Elle est publiée par Peeters&nbsp;Publishers et dirigée par Danielle Lories et Pol Vandevelde.</p><p>La revue entend montrer la pertinence et la fécondité de la phénoménologie dans le débat philosophique actuel et&nbsp;offrir un forum de discussion sur les questions philosophiques contemporaines. Un de&nbsp;ses objectifs est de jeter des&nbsp;ponts entre histoire et philosophie, philosophie « continentale » et philosophie analytique, théorie et application.&nbsp;La revue accueille aussi bien des études de type&nbsp;historique portant sur des auteurs appartenant à la tradition&nbsp;phénoménologique, des approches historiques de questions particulières, que des analyses systématiques de&nbsp;thématiques ou de problèmes à la discussion desquels la phénoménologie est susceptible de contribuer.</p><p>Les 8 livraisons précédentes sont consacrées à&nbsp;</p><ul><li>La phénoménologie et les défis de la Philosophy of Mind (1, 2017)</li><li>La vie comme phénomène. Variations phénoménologiques (2, 2018)</li><li>La phénoménologie à l’épreuve du politique (3, 2019)</li><li>Retour sur la perception 75 ans après la percée opérée par Merleau-Ponty (4, 2020)</li><li>Rencontres interculturelles (5, 2021)</li><li>Manières d’habiter, modes d’hospitalité (6, 2022)</li><li>Les multiples visages de l’altérité. Autour de l’œuvre d’Emmanuel Levinas (7, 2023)</li><li>Démocraties en crise (8, 2024)</li><li>Existence, engagement, littérature : l’héritage de Sartre (9, 2025, sous presse)</li><li>L’imagination, de l’esthétique à l’ontologie (10, 2026, en préparation)</li></ul><p>Les textes soumis doivent être originaux, et ne pas être soumis ailleurs, ils doivent être préparés pour une expertise&nbsp;en « double aveugle ». Les textes n’excéderont pas 9000 mots (60000 caractères) en ce compris les notes et&nbsp;références. Un bref résumé en anglais (150-200 mots) et 5 mots clés en anglais seront placés au début du texte.&nbsp;Les textes devront être soumis en format Microsoft Word (.doc ou .docx) ou RTF en 12 points Times New Roman&nbsp;(pas de format pdf), toutes les marges étant de 2,5cm (ou 1 inch). Ils feront usage du système de référence « Auteur+&nbsp;date, numéro de page » renvoyant à une liste bibliographique à la fin du texte.<br>Les textes sont à soumettre en version électronique uniquement en annexe à un courrier électronique à l’une des&nbsp;adresses suivantes :</p><p><em><strong>Textes en français</strong></em> : à envoyer à <a href="mailto:etudes-pheno@uclouvain.be"><span class="ucl_mail"><strong>etudes-pheno@uclouvain.be</strong></span></a><br><em><strong>Texts in English</strong></em> : to be sent to&nbsp;<a href="mailto:pol.vandevelde@marquette.edu"><span class="ucl_mail"><strong>pol.vandevelde@marquette.edu</strong></span></a></p><p>La première page du manuscrit comprendra le nom entier de l’auteur, son rattachement institutionnel, son adresse postale, un numéro de téléphone et son adresse électronique.</p><p>Études phénoménologiques – Phenomenological Studies sont répertoriés dans The Philosopher’s Index (<a href="https://philindex.org" target="_blank"><strong>https://philindex.org</strong></a>/), International Philosophical Bibliography (subscriptions for individuals and Institutions, see: <a href="https://uclouvain.be/en/research-institutes/isp/ipb.html" target="_blank"><strong>https://uclouvain.be/en/research-institutes/isp/ipb.html</strong></a><strong> and </strong><a href="https://ipb.uclouvain.be/consult/login" target="_blank"><strong>https://ipb.uclouvain.be/consult/login</strong></a> , ERIH+ - European Reference Index For the Humanities and Social Sciences <a href="http://(https://dbh.nsd.uib.no/publiseringskanaler/erihplus" target="_blank"><strong>https://dbh.nsd.uib.no/publiseringskanaler/erihplus</strong></a>/.<br>Les numéros de la revue sont disponibles en ligne: <a href="https://poj.peeters-leuven.be/content.php?url= journal&amp;journal_code=EPH" target="_blank"><strong>https://poj.peeters-leuven.be/content.php?url= journal&amp;journal_code=EPH</strong></a> , en vente par abonnement (même adresse) et en librairie.</p><p><strong>Plus d’information :</strong></p><p>Anglais :<strong>&nbsp; </strong><a href="http://www.marquette.edu/pheno-studies/index.php" target="_blank"><strong>http://www.marquette.edu/pheno-studies/index.php</strong></a><br>Français :<strong>&nbsp; </strong><a href="https://uclouvain.be/fr/instituts-recherche/isp/cep/etudes-phenomenologiques-phenomenological-studies.html" target="_blank"><strong>https://uclouvain.be/fr/instituts-recherche/isp/cep/etudes-phenomenologiques-phenomenological-studies.html</strong></a></p>]]></content:encoded>
      <category>UCLouvain Page actualité</category>
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      <pubDate>Tue, 10 Sep 2024 14:51:24 +0200</pubDate>
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    <item>
      <title>Matérialités, heuristique et écologie de la recherche-création</title>
      <link>https://uclouvain.be/en/node/31999</link>
      <description>Le Groupe de contact "Esthétique et philosophie de l’art » présidé par Maud Hagelstein (FNRS-Liège) a le plaisir de vous inviter au colloque "Matérialités, heuristique et écologie de la recherche-création", qui se tiendra du 3 au 7 juin prochains à l'Université de Liège.&#13;
&#13;
Programme&#13;
&#13;
Adresse : bât. L5, rue des Pitteurs, 4020 Liège.&#13;
&#13;
&#13;
En savoir plus&#13;
</description>
      <content:encoded><![CDATA[<p>Le Groupe de contact "<strong><a href="[D7Node#getUrl#97303]">Esthétique et philosophie de l’art</a></strong> » présidé par <strong>Maud Hagelstein </strong>(FNRS-Liège) a le plaisir de vous inviter au colloque "<strong>Matérialités, heuristique et écologie de la recherche-création</strong>", qui se tiendra du 3 au 7 juin prochains à l'Université de Liège.</p>

<p><a href="//cdn.uclouvain.be/groups/cms-editors-cep/2024-05-09_Affiche-programme.pdf" target="_blank"><strong><img alt="" src="//cdn.uclouvain.be/groups/cms-editors-cep/2024-05-09_Affiche-programme.pdf" />Programme</strong></a></p>

<p><strong>Adresse</strong> : bât. L5, rue des Pitteurs, 4020 Liège.</p>

<p><br />
<a href="https://www.philo.uliege.be/cms/c_11848716/fr/materialites-heuristique-et-ecologie-de-la-recherche-creation" target="_blank"><strong>En savoir plus</strong></a></p>
]]></content:encoded>
      <category>UCLouvain Page actualité</category>
      <guid isPermaLink="false">https://uclouvain.be/en/node/31999</guid>
      <pubDate>Tue, 28 May 2024 10:38:49 +0200</pubDate>
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    </item>
    <item>
      <title>Fellowship CEP</title>
      <link>https://uclouvain.be/en/node/31998</link>
      <description>Le Centre d’études phénoménologiques (CEP) de l’Université catholique de Louvain (UCLouvain) lance un appel à candidatures pour un Fellowship permettant d’accueillir en son sein un.e chercheur.e junior ou senior pour une période de 15 à 30 jours.&#13;
&#13;
L’objectif principal de ce programme est de diversifier et d’enrichir les recherches et les collaborations des membres du Centre d’études phénoménologiques, mais aussi de permettre à de jeunes chercheur.e.s ou à des chercheur.e.s confirmé.e.s venu.e.s d’horizons divers d’échanger avec notre équipe au sujet de leurs recherches en cours et de bénéficier des ressources disponibles sur site. Le Centre d’études phénoménologiques dispose d’un fonds d’ouvrages spécialisés et de périodiques particulièrement riche. En tant que membre à part entière du réseau des Archives Husserl (Leuven, Cologne, Paris, Fribourg, New York), il possède également un nombre important de transcriptions des manuscrits sténographiés de Husserl.&#13;
&#13;
Le site internet du Centre d’études phénoménologiques donne un aperçu de la composition actuelle de l’équipe, des recherches en cours et des activités récentes ou à venir.&#13;
&#13;
Toute demande d’information complémentaire peut être adressée à Sylvain Camilleri (sylvain.camilleri@uclouvain.be)&#13;
&#13;
Si vous désirez vous porter candidat.e, veuillez nous faire parvenir les documents suivants par mail (à l’attention de Sylvain Camilleri, sylvain.camilleri@uclouvain.be) pour le 31/5/2024 au plus tard :&#13;
&#13;
&#13;
	Une brève lettre de présentation et de motivation&#13;
	Un curriculum vitae&#13;
	Un plan sommaire des activités projetées lors de votre séjour&#13;
	Une proposition de période durant laquelle vous souhaitez être accueilli.e durant l’année civile 2024&#13;
&#13;
&#13;
Conditions :&#13;
&#13;
&#13;
	Ouvert aux post-doctorant·es (sous contrat) et aux professeur·e·s d’Université ou d’institutions de niveau universitaire (hors Belgique)&#13;
	Durée : 15 à 30 jours (max.) (entre le 1/9/2024 et le 20/12/2024 ou en 2025)&#13;
	Frais de déplacement : remboursement du voyage effectué en classe économique&#13;
	Forfait/jour (max. 50€) + intervention possible dans les frais de logement&#13;
	Accès à un espace de travail partagé&#13;
	Accès aux bibliothèques de l’UCLouvain&#13;
	Sélection durant la semaine du 3 juin 2024&#13;
	Budget maximum par séjour : 2000 €&#13;
&#13;
</description>
      <content:encoded><![CDATA[<p>Le <strong>Centre d’études phénoménologiques (CEP)</strong> de l’Université catholique de Louvain (UCLouvain) lance un appel à candidatures pour un Fellowship permettant d’accueillir en son sein un.e chercheur.e junior ou senior pour une période de 15 à 30 jours.</p>

<p>L’objectif principal de ce programme est de diversifier et d’enrichir les recherches et les collaborations des membres du Centre d’études phénoménologiques, mais aussi de permettre à de jeunes chercheur.e.s ou à des chercheur.e.s confirmé.e.s venu.e.s d’horizons divers d’échanger avec notre équipe au sujet de leurs recherches en cours et de bénéficier des ressources disponibles sur site. Le Centre d’études phénoménologiques dispose d’un fonds d’ouvrages spécialisés et de périodiques particulièrement riche. En tant que membre à part entière du réseau des Archives Husserl (Leuven, Cologne, Paris, Fribourg, New York), il possède également un nombre important de transcriptions des manuscrits sténographiés de Husserl.</p>

<p>Le <strong><a href="[D7Node#getUrl#21468]">site internet du Centre d’études phénoménologiques</a></strong> donne un aperçu de la composition actuelle de l’équipe, des recherches en cours et des activités récentes ou à venir.</p>

<p>Toute demande d’information complémentaire peut être adressée à <strong>Sylvain Camilleri</strong> (<a href="mailto:sylvain.camilleri@uclouvain.be"><strong>sylvain.camilleri@uclouvain.be</strong></a>)</p>

<p>Si vous désirez vous porter candidat.e, veuillez nous faire parvenir les documents suivants par mail (à l’attention de Sylvain Camilleri, sylvain.camilleri@uclouvain.be) pour le <strong>31/5/2024 </strong>au plus tard :</p>

<ul>
	<li>Une brève lettre de présentation et de motivation</li>
	<li>Un curriculum vitae</li>
	<li>Un plan sommaire des activités projetées lors de votre séjour</li>
	<li>Une proposition de période durant laquelle vous souhaitez être accueilli.e durant l’année civile 2024</li>
</ul>

<p><strong>Conditions</strong> :</p>

<ul>
	<li>Ouvert aux post-doctorant·es (sous contrat) et aux professeur·e·s d’Université ou d’institutions de niveau universitaire (hors Belgique)</li>
	<li>Durée : 15 à 30 jours (max.) (entre le 1/9/2024 et le 20/12/2024 ou en 2025)</li>
	<li>Frais de déplacement : remboursement du voyage effectué en classe économique</li>
	<li>Forfait/jour (max. 50€) + intervention possible dans les frais de logement</li>
	<li>Accès à un espace de travail partagé</li>
	<li>Accès aux bibliothèques de l’UCLouvain</li>
	<li>Sélection durant la semaine du 3 juin 2024</li>
	<li>Budget maximum par séjour : 2000 €</li>
</ul>
]]></content:encoded>
      <category>UCLouvain Page actualité</category>
      <guid isPermaLink="false">https://uclouvain.be/en/node/31998</guid>
      <pubDate>Tue, 30 Apr 2024 15:50:44 +0200</pubDate>
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      <author>Centre for Phenomenological Studies</author>
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    <item>
      <title>Etudes Phénoménologiques - Phenomenological Studies N°8</title>
      <link>https://uclouvain.be/en/node/31997</link>
      <description>&#13;
&#13;
Nouvelle parution&#13;
&#13;
Le volume n° 8 des Etudes Phénoménologiques / Phenomenological Studies "Démocraties en crise Democracies in Crisis" est paru aux éditions Peeters Publishers.&#13;
&#13;
Pol Vandevelde et Danielle Lories (Dir.)&#13;
&#13;
&#13;
La démocratie, génératrice de crises&#13;
CHOLLET, Antoine&#13;
&#13;
The Crisis of Anticrisis&#13;
POLT, Richard&#13;
&#13;
La crise des démocraties, raison de la philosophie personnaliste. Une lecture de&amp;nbsp;Qu'est-ce que le personnalisme?&amp;nbsp;d'Emmanuel Mounier&#13;
COLIN, Yoann&#13;
&#13;
The Record of a Crisis.&amp;nbsp;Phenomenology and the Final Stage of Bourgeois Philosophy&#13;
CARBONE, Guelfo&#13;
&#13;
À quoi tenons-nous face à une double croisée des chemins ?&amp;nbsp;Pour une économie de la violence&#13;
CRÉPON, Marc&#13;
&#13;
The Ethical Potential of Music and Democracies in Crisis&#13;
BARBER, Michael&#13;
&#13;
Communauté en crise, communauté de crise&amp;nbsp;Vulnérabilité et sacrifice dans «la vie à plusieurs»&#13;
PESARESI, Chiara&#13;
&#13;
Varia&#13;
&#13;
Reality, Virtuality, and Play&#13;
MASSIE, Pascal&#13;
&#13;
La dialectique transcendantale d'Edmund Husserl&#13;
DELAMARE, Alexis&#13;
&amp;nbsp;&#13;
&#13;
►►&amp;nbsp;Revue en ligne Peeters, vol &#13;
</description>
      <content:encoded><![CDATA[<p><a href="https://poj.peeters-leuven.be/content.php?url=issue&amp;journal_code=EPH&amp;issue=0&amp;vol=8" target="_blank"><img alt="" src="//cdn.uclouvain.be/groups/cms-editors-cep/EPS%208%20Fond.png?itok=3lNTy6zo" style="height: 242px; width: 900px;" /></a></p>

<h2>Nouvelle parution</h2>

<h3>Le volume n° 8 des Etudes Phénoménologiques / Phenomenological Studies "Démocraties en crise Democracies in Crisis" est paru aux éditions Peeters Publishers.</h3>

<h3><strong>Pol Vandevelde et Danielle Lories (Dir.)</strong></h3>

<hr />
<p>La démocratie, génératrice de crises<br />
<strong>CHOLLET, Antoine</strong><br />
<br />
The Crisis of Anticrisis<br />
<strong>POLT, Richard</strong></p>

<p>La crise des démocraties, raison de la philosophie personnaliste. Une lecture de&nbsp;Qu'est-ce que le personnalisme?&nbsp;d'Emmanuel Mounier<br />
<strong>COLIN, Yoann</strong><br />
<br />
The Record of a Crisis.&nbsp;Phenomenology and the Final Stage of Bourgeois Philosophy<br />
<strong>CARBONE, Guelfo</strong><br />
<br />
À quoi tenons-nous face à une double croisée des chemins ?&nbsp;Pour une économie de la violence<br />
<strong>CRÉPON, Marc</strong><br />
<br />
The Ethical Potential of Music and Democracies in Crisis<br />
<strong>BARBER, Michael</strong><br />
<br />
Communauté en crise, communauté de crise&nbsp;Vulnérabilité et sacrifice dans «la vie à plusieurs»<br />
<strong>PESARESI, Chiara</strong><br />
<br />
<strong>Varia</strong></p>

<p>Reality, Virtuality, and Play<br />
<strong>MASSIE, Pascal</strong><br />
<br />
<strong>La dialectique transcendantale d'Edmund Husserl<br />
DELAMARE, Alexis</strong><br />
&nbsp;</p>

<h3><strong><strong>►►&nbsp;</strong></strong><a href="https://poj.peeters-leuven.be/content.php?url=issue&amp;journal_code=EPH&amp;issue=0&amp;vol=8" target="_blank"><strong>Revue en ligne Peeters, vol </strong></a></h3>
]]></content:encoded>
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      <guid isPermaLink="false">https://uclouvain.be/en/node/31997</guid>
      <pubDate>Fri, 01 Mar 2024 16:20:46 +0100</pubDate>
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    <item>
      <title>Phénoménologie, esthétique, politique. Mélanges offerts à Danielle Lories</title>
      <link>https://uclouvain.be/en/node/31996</link>
      <description>Phénoménologie, esthétique, politique.&amp;nbsp;Mélanges offerts à Danielle Lories&#13;
&#13;
Sylvain Camilleri&amp;nbsp;et&amp;nbsp;Olivier Depré -&amp;nbsp;Peeters Publishers&#13;
&#13;
Des collègues, chercheurs et anciens étudiants rendent hommage à Danielle Lories à travers des textes relatifs aux trois grands axes de ses recherches: phénoménologie, esthétique et politique.&#13;
&#13;
Ont contribué à ce volume: Renaud Barbaras, Sylvain Camilleri, Fabio Ciaramelli, Jean-Michel Counet, Ralph Dekoninck, Olivier Depré, Nathalie Frogneux, Maud Hagelstein, Charles Lebeau-Henry,&amp;nbsp;Thierry Lenain, Laura Rizzerio, Pierre Rodrigo, Rudy Steinmetz, Carole Talon-Hugon, Claude Thérien, Pol Vandevelde,&amp;nbsp;Brigitte Van Wymeersch.&amp;nbsp;&#13;
&#13;
Une bibliographie exhaustive des écrits de Danielle Lories clôture l’ensemble.&#13;
&#13;
En&amp;nbsp;savoir plus&#13;
</description>
      <content:encoded><![CDATA[<h2>Phénoménologie, esthétique, politique.&nbsp;Mélanges offerts à Danielle Lories</h2>

<h3><strong>Sylvain Camilleri</strong>&nbsp;et&nbsp;<strong>Olivier Depré -&nbsp;</strong>Peeters Publishers<a href="https://uclouvain.be/fr/instituts-recherche/isp/actualites/www.peeters-leuven.be/detail.php?search_key=9789042951266&amp;series_number_str=114&amp;lang=fr" target="_blank"><img alt="" src="https://cdn.uclouvain.be/groups/cms-editors-isp/M%C3%A9langes%20offerts%20%C3%A0%20Danielle%20Lories.png?itok=_A3B-wEt" style="height: 377px; width: 250px; float: right; margin-left: 10px; margin-right: 10px;" /></a></h3>

<p>Des collègues, chercheurs et anciens étudiants rendent hommage à Danielle Lories à travers des textes relatifs aux trois grands axes de ses recherches: phénoménologie, esthétique et politique.</p>

<p>Ont contribué à ce volume: Renaud Barbaras, Sylvain Camilleri, Fabio Ciaramelli, Jean-Michel Counet, Ralph Dekoninck, Olivier Depré, Nathalie Frogneux, Maud Hagelstein, Charles Lebeau-Henry,&nbsp;Thierry Lenain, Laura Rizzerio, Pierre Rodrigo, Rudy Steinmetz, Carole Talon-Hugon, Claude Thérien, Pol Vandevelde,&nbsp;Brigitte Van Wymeersch.&nbsp;</p>

<p>Une bibliographie exhaustive des écrits de Danielle Lories clôture l’ensemble.</p>

<p><a href="https://www.peeters-leuven.be/detail.php?search_key=9789042951266&amp;series_number_str=114&amp;lang=fr" target="_blank"><strong>En</strong></a><a href="https://www.peeters-leuven.be/detail.php?search_key=9789042951266&amp;series_number_str=114&amp;lang=fr" target="_blank"><strong>&nbsp;savoir plus</strong></a></p>
]]></content:encoded>
      <category>UCLouvain Page actualité</category>
      <guid isPermaLink="false">https://uclouvain.be/en/node/31996</guid>
      <pubDate>Tue, 23 Jan 2024 13:02:20 +0100</pubDate>
      <author>Centre for Phenomenological Studies</author>
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