<?xml version="1.0" encoding="utf-8"?>
<rss version="2.0" xmlns:content="http://purl.org/rss/1.0/modules/content/">
	<channel>
		
		<title>Urfist Strasbourg - Université de Strasbourg</title>
		<link>https://urfist.unistra.fr/</link>
		<description>Actualités et Agenda des formations de l'Urfist Strasbourg - Université de Strasbourg</description>
		<language>fr</language>
		<image>
			<title>Urfist Strasbourg - Université de Strasbourg</title>
			<url>https://urfist.unistra.fr/fileadmin/templates/DUN/urfist/images/logo-rss.png</url>
			<link>https://urfist.unistra.fr/</link>
			<width>162</width>
			<height>113</height>
			<description>Actualités et Agenda des formations de l'Urfist Strasbourg - Université de Strasbourg</description>
		</image>
		<generator>TYPO3 - get.content.right</generator>
		<docs>http://blogs.law.harvard.edu/tech/rss</docs>
		
		
		
		<lastBuildDate>Wed, 13 Jul 2022 14:43:00 +0200</lastBuildDate>
		
		
		<item>
			<title> Stratégie de non-cession des droits : mode d’emploi </title>
			<link>https://urfist.unistra.fr/actualites-agenda/actualites/actualite/?tx_ttnews%5Btt_news%5D=24260&#38;cHash=923cc5b1d537268f7886f14d8f4b529f</link>
			<description>Le guide de mise en oeuvre de non-cession des droits sur les publications scientifiques est en ligne sur Ouvrir la science.
 Elaboré par le collège Publications du Comité pour la science ouverte, le guide Mettre en œuvre la stratégie de non-cession...</description>
			<content:encoded><![CDATA[<strong>Le guide de mise en oeuvre de non-cession des droits sur les publications scientifiques est en ligne sur Ouvrir la science.</strong>
<strong></strong><br /> Elaboré par le collège Publications du Comité pour la science ouverte, le guide <a href="https://www.ouvrirlascience.fr/mettre-en-oeuvre-la-strategie-de-non-cession-des-droits-sur-les-publications-scientifiques/" rel="noopener nofollow ugc">Mettre en œuvre la stratégie de non-cession des droits sur les publications scientifiques</a> est un outil à la disposition des chercheuses et des chercheurs. Cette démarche permet le libre accès immédiat aux articles sans frais supplémentaire quel que soit le modèle de diffusion de la revue dans laquelle ils sont publiés.
<img style="aspect-ratio: 417 / 500;" src="https://forum.ouvrirlascience.fr/uploads/default/optimized/1X/bcefd336086bde03144a8e8ff7a9ba016a0ec2bb_2_417x500.png" alt="FXh4B-rWIAIOt4I" width="200" height="240" data-base62-sha1="qXpApjiYuGCXQoY2hVu0bq1tXtx" data-small-upload="https://forum.ouvrirlascience.fr/uploads/default/optimized/1X/bcefd336086bde03144a8e8ff7a9ba016a0ec2bb_2_10x10.png" />]]></content:encoded>
			<category>Actualités de l'Urfist</category>
			
			
			<guid>https://urfist.unistra.fr/actualites-agenda/actualites/actualite/?tx_ttnews%5Btt_news%5D=24260&#38;cHash=923cc5b1d537268f7886f14d8f4b529f</guid>
			<pubDate>Wed, 13 Jul 2022 14:43:00 +0200</pubDate>
			
		</item>
		
		<item>
			<title>Réseau URFIST, ActivISTe depuis 40 ans </title>
			<link>https://urfist.unistra.fr/actualites-agenda/actualites/actualite/?tx_ttnews%5Btt_news%5D=24131&#38;cHash=be4fc419772a64fb091faf07b5f8e000</link>
			<description>
 
En 2022, le réseau des 7 Unités Régionales de Formation à l’Information Scientifique et technique (URFIST) fête ses 40 ans ! L’occasion de faire un point d’étape et de communiquer sur nos tendances et nouvelles perspectives !
Lire l'article...</description>
			<content:encoded><![CDATA[<link https://urfistinfo.hypotheses.org/3630 - - "Réseau URFIST, ActivISTe depuis 40 ans"><img title="Lien vers le blog Urfistinfo" src="uploads/RTEmagicC_40_ans_Re__seau_Urfist3.jpg.jpg" alt="Logo 40 ans des Urfist" width="150" height="143" /></link>
 
En 2022, le réseau des 7 Unités Régionales de Formation à l’Information Scientifique et technique (URFIST) fête ses 40 ans ! L’occasion de faire un point d’étape et de communiquer sur nos tendances et nouvelles perspectives !
<link https://urfistinfo.hypotheses.org/3630 - - "len vers l'article">Lire l'article sur UrfistInfo</link>]]></content:encoded>
			<category>Actualités de l'Urfist</category>
			
			
			<guid>https://urfist.unistra.fr/actualites-agenda/actualites/actualite/?tx_ttnews%5Btt_news%5D=24131&#38;cHash=be4fc419772a64fb091faf07b5f8e000</guid>
			<pubDate>Thu, 02 Jun 2022 14:24:00 +0200</pubDate>
			
		</item>
		
		<item>
			<title>9 juin : projet ISSA - Indexation Sémantique d'une archive scientifique et Services Associés pour la science ouverte </title>
			<link>https://urfist.unistra.fr/actualites-agenda/actualites/actualite/?tx_ttnews%5Btt_news%5D=23900&#38;cHash=aba1dd96ffb78dab30a944e42eba17fe</link>
			<description>L'équipe du projet ISSA - Indexation Sémantique d'une archive scientifique et Services Associés pour la science ouverte - en partenariat avec CollEx-Persée, propose une journée de restitution de son projet le 9 juin, à l’auditorium de la Bnu à...</description>
			<content:encoded><![CDATA[L'équipe du projet ISSA - Indexation Sémantique d'une archive scientifique et Services Associés pour la science ouverte - en partenariat avec CollEx-Persée, propose une <strong>journée de restitution de son projet le 9 juin, à l’auditorium de la Bnu à Strasbourg.</strong>
Le projet Issa s’appuie sur <strong>l’indexation sémantique des publications d’une archive ouverte pour offrir aux chercheurs des outils leur permettant d’affiner leurs recherches bibliographiques.</strong> Au cours de cette journée, différentes réalisations et perspectives scientifiques seront présentées.
La matinée sera consacrée à la présentation des résultats obtenus dans le projet CollEx-Persée « ISSA » pour relever deux défis :
– Traiter le contenu d’une archive scientifique ouverte afin de produire un index sémantique représenté sous la forme d’un graphe de connaissances ;
– Développer des services innovants de recherche et de visualisation capables d’exploiter cet index sémantique.
Ce projet s’adosse à un cas d’usage spécifique, l’archive ouverte des publications du Cirad, Agritrop, sur laquelle tous les développements ont été mis en œuvre.
 
<strong>Pour en savoir plus et accéder aux modalités pratiques d’inscriptions : > <em><link https://www.collexpersee.eu/lintelligence-artificielle-au-service-de-la-recherche-bibliographique/ _blank>https://www.collexpersee.eu/lintelligence-artificielle-au-service-de-la-recherche-bibliographique/</link></em></strong>]]></content:encoded>
			<category>Actualités de l'Urfist</category>
			
			
			<guid>https://urfist.unistra.fr/actualites-agenda/actualites/actualite/?tx_ttnews%5Btt_news%5D=23900&#38;cHash=aba1dd96ffb78dab30a944e42eba17fe</guid>
			<pubDate>Tue, 22 Mar 2022 09:46:00 +0100</pubDate>
			
		</item>
		
		<item>
			<title>A lire : Qu’est-ce que le travail scientifique des données ?</title>
			<link>https://urfist.unistra.fr/actualites-agenda/actualites/actualite/?tx_ttnews%5Btt_news%5D=22771&#38;cHash=2ed83fd294808b4479eb4df4495eb533</link>
			<description>
 
Christine L. Borgman. Qu’est-ce que le travail scientifique des données ? Big data, little data, no dataTrad. Charlotte Matoussowsky. OpenEdition Press, 2020. (Collection « Encyclopédie...</description>
			<content:encoded><![CDATA[<link https://books.openedition.org/oep/14692?lang=fr - - "Lien vers OpenEdition"><img src="https://static.openedition.org/covers/OB/oep/14692/14692-225x270.jpg" alt="Qu’est-ce que le travail scientifique des données ?" /></link>
 
Christine L. Borgman. <em><span class="texteital">Qu’est-ce que le travail scientifique des données ? </span><span class="texteital">Big data, little data, no data</span></em><br />Trad. Charlotte Matoussowsky. OpenEdition Press, 2020. (Collection « Encyclopédie numérique »)
<br /><link https://books.openedition.org/oep/14692?lang=fr _blank external>https://books.openedition.org/oep/14692?lang=fr</link>
Cet ouvrage est la traduction française de <em>Big Data, Little Data, No Data. Scholarship in the Networked World</em>, paru en 2015 chez MIT Press.]]></content:encoded>
			<category>Actualités de l'Urfist</category>
			
			
			<guid>https://urfist.unistra.fr/actualites-agenda/actualites/actualite/?tx_ttnews%5Btt_news%5D=22771&#38;cHash=2ed83fd294808b4479eb4df4495eb533</guid>
			<pubDate>Wed, 31 Mar 2021 14:30:00 +0200</pubDate>
			
		</item>
		
		<item>
			<title>Passeport pour la science ouverte. Guide pratique à l'usage des doctorants</title>
			<link>https://urfist.unistra.fr/actualites-agenda/actualites/actualite/?tx_ttnews%5Btt_news%5D=22001&#38;cHash=87580fe42f3f65f4eb1babf6c08cc408</link>
			<description>       Ce guide, édité par le ministère de l’Enseignement supérieur, de la Recherche et de l’Innovation, a été réalisé par le Comité pour la science ouverte et l'Université de Lille. Le Passeport pour la science ouverte est un guide conçu pour...</description>
			<content:encoded><![CDATA[<table border="0"> <tbody> <tr> <td> <p><img src="data:image/png;base64,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" alt="" /></p> </td> <td> <p>Ce guide, édité par <strong>le ministère de l’Enseignement supérieur, de la Recherche et de l’Innovation</strong>, a été réalisé par le Comité pour la science ouverte et l'Université de Lille.</p> <p>Le <em>Passeport pour la science ouverte </em>est un guide conçu pour accompagner les doctorant(e)s à chaque étape de leur parcours de recherche, depuis l’élaboration de la démarche scientifique jusqu’à la diffusion des résultats. Il propose une série de bonnes pratiques et d’outils directement activables et il s’adresse à l’ensemble des champs disciplinaires.</p> <p><link https://www.ouvrirlascience.fr/wp-content/uploads/2020/09/Passeport-pour-la-science-ouverte-Guide-a-lusage-des-doctorants_04-09-2020_WEB.pdf - - "accéder à la version numérique du guide">Lien vers la version numérique</link></p> <p><link https://www.ouvrirlascience.fr/wp-content/uploads/2020/09/Passeport-pour-la-science-ouverte-Guide-a-lusage-des-doctorants_04-09-2020_Impression.pdf - - "accéder à la version imprimable du guide">Lien vers la version imprimable</link></p> <p> </p> </td> </tr> <tr> <td><img src="data:image/jpeg;base64,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" alt="" /></td> <td> <p>The Passport For Open Science is a guide designed to accompany PhD students at every step of their research career, whatever their disciplinary field. It provides a set of tools and good practices that can be directly implemented.</p> <p><link https://www.ouvrirlascience.fr/passport-for-open-science-a-practical-guide-for-phd-students/ - - "access to the english version">English version</link></p> </td> </tr> </tbody> </table>
 
 ]]></content:encoded>
			<category>Actualités de l'Urfist</category>
			
			
			<guid>https://urfist.unistra.fr/actualites-agenda/actualites/actualite/?tx_ttnews%5Btt_news%5D=22001&#38;cHash=87580fe42f3f65f4eb1babf6c08cc408</guid>
			<pubDate>Thu, 17 Sep 2020 17:16:00 +0200</pubDate>
			
		</item>
		
		<item>
			<title>Mooc “Recherche reproductible : principes méthodologiques pour une science transparente”</title>
			<link>https://urfist.unistra.fr/actualites-agenda/actualites/actualite/?tx_ttnews%5Btt_news%5D=17232&#38;cHash=13a371c9f97fe06f50522390aef8d35b</link>
			<description>Ce MOOC proposé sur la plateforme FUN-MOOC traite de manière pratique des thématiques telles que la prise de notes, le document computationnel, la réplicabilité des analyses et présente également les enjeux et les difficultés de la recherche...</description>
			<content:encoded><![CDATA[Ce MOOC proposé sur la plateforme FUN-MOOC traite de manière pratique des thématiques telles que la prise de notes, le document computationnel, la réplicabilité des analyses et présente également les enjeux et les difficultés de la recherche reproductible.
Le Mooc s’adresse aux doctorants , chercheurs , ingénieurs , étudiants de master de toutes disciplines . Il est bilingue français/anglais .
<strong>La 3ème session du <strong>Mooc « Recherche reproductible : principes méthodologiques pour une science transparente »</strong> sera ouverte pour un an à partir du 20 mars 2020.</strong>
<link https://www.fun-mooc.fr/courses/course-v1:inria+41016+self-paced/about - - "Voir la description du Mooc ">Plus d'i<span class="t3-form-field-container"><img class="t3-TCEforms-reqImg" src="typo3/clear.gif" alt="" name="req_tt_news_17232_bodytext" /></span>nformations</link>]]></content:encoded>
			<category>Actualités de l'Urfist</category>
			
			
			<guid>https://urfist.unistra.fr/actualites-agenda/actualites/actualite/?tx_ttnews%5Btt_news%5D=17232&#38;cHash=13a371c9f97fe06f50522390aef8d35b</guid>
			<pubDate>Fri, 06 Mar 2020 12:41:00 +0100</pubDate>
			
		</item>
		
		<item>
			<title> &quot;Vers une recherche reproductible : faire évoluer ses pratiques&quot; : livre en accès libre</title>
			<link>https://urfist.unistra.fr/actualites-agenda/actualites/actualite/?tx_ttnews%5Btt_news%5D=19879&#38;cHash=7b45e95afc4baebff858ecd9704dd550</link>
			<description>Desquilbet, Loïc, Sabrina Granger, Boris Hejblum, Arnaud Legrand, Pascal Pernot, et Nicolas P. Rougier. Vers une recherche reproductible : Faire évoluer ses pratiques. Bordeaux : Urfist de Bordeaux, 2019.
Ce livre a été rédigé dans le cadre d'un...</description>
			<content:encoded><![CDATA[Desquilbet, Loïc, Sabrina Granger, Boris Hejblum, Arnaud Legrand, Pascal Pernot, et Nicolas P. Rougier. <em>Vers une recherche reproductible : Faire évoluer ses pratiques</em>. Bordeaux : Urfist de Bordeaux, 2019.
Ce livre a été rédigé dans le cadre d'un <em>book sprint</em> sur la reproductibilité de la recherche organisé par l'Unité régionale de formation à l'information scientifique et technique (Urfist) de Bordeaux du 15 au 19 avril 2019.
<link http://weburfist.univ-bordeaux.fr/le-book-sprint-challenge-3-jours-5-auteurs-pour-rediger-un-manuel-en-francais-sur-la-reproductibilite-de-la-recherche/ - - "En savoir plus sur la génèse de l'ouvrage">En savoir plus sur la génèse de l'ouvrage</link>
<link https://rr-france.github.io/bookrr/ - - "Lire le livre">Consulter/télécharger le livre</link>]]></content:encoded>
			<category>Actualités de l'Urfist</category>
			
			
			<guid>https://urfist.unistra.fr/actualites-agenda/actualites/actualite/?tx_ttnews%5Btt_news%5D=19879&#38;cHash=7b45e95afc4baebff858ecd9704dd550</guid>
			<pubDate>Fri, 14 Jun 2019 11:52:00 +0200</pubDate>
			
		</item>
		
		<item>
			<title>L’intégrité scientifique au prisme de l’IST  : 7e Journée nationale d'étude du Réseau des URFIST - Les vidéos sont en ligne</title>
			<link>http://https://urfistjne2018.wordpress.com/videos-et-supports/</link>
			<description></description>
			<content:encoded><![CDATA[]]></content:encoded>
			<category>Actualités de l'Urfist</category>
			
			
			<guid>http://https://urfistjne2018.wordpress.com/videos-et-supports/</guid>
			<pubDate>Tue, 29 Jan 2019 18:01:00 +0100</pubDate>
			
		</item>
		
		<item>
			<title>Journée d’étude : « Focus sur la Certification dans l’Enseignement Supérieur » - Les vidéos sont en ligne</title>
			<link>https://urfist.unistra.fr/actualites-agenda/actualites/actualite/?tx_ttnews%5Btt_news%5D=18666&#38;cHash=14d4a6c327ff4cd9a0a7bb94aa868939</link>
			<description>Le 04 octobre 2018, l’Urfist de Nice et l’Urfist de Lyon organisaient pour le réseau des Urfist une journée d’étude sur le thème de la certification dans l’Enseignement Supérieur.
Pendant cette journée, les participants ont pu assister à des...</description>
			<content:encoded><![CDATA[Le 04 octobre 2018, l’Urfist de Nice et l’Urfist de Lyon organisaient pour le réseau des Urfist une journée d’étude sur le thème de la certification dans l’Enseignement Supérieur.
Pendant cette journée, les participants ont pu assister à des contributions variées de la part d’intervenants issus de structures très diverses qui ont partagé leurs analyses et leurs réflexions sur les outils que sont le curriculum, le référentiel ou l’approche par compétences ainsi que sur les processus de certification, de labellisation ou d’Open Badge.
La journée s’est conclue avec une table ronde sur les évolutions, perspectives et enjeux des modalités de certification
<div dir="ltr"><strong>Intervenants :<br /></strong>
<ul> <li>Jean-Claude COULET, « Mettre en oeuvre l’APC dans l’enseignement supérieur. » , « Le référentiel de compétence : de son éléboration à son utilisation »</li> <li>Laure CAPRON &amp; Isabelle Mirbel, « Initier une démarche d’approche par compétences à l’échelle d’un établissement, retour d’expérience pour l’UNS »</li> <li>Caroline MOUTON MUNIZ « Le label Qualité français langue étrangère, un outil créé pour soutenir les politiques de mobilité et la francophonie. »</li> <li>Philippe PETITQUEUX, Expérimentation Open Badge: “Badgeons la Normandie”</li> <li>Sophie RAPETTI, « Certifier ses Compétences Numériques avec la Plateforme d’évaluation et de certification en ligne PIX, l’Université de Nice établissement pionnier »</li> </ul></div>
<div dir="ltr"> Pour voir l’intégralité des interventions de la journée  : <link https://tinyurl.com/certifURFIST>https://tinyurl.com/certifURFIST</link></div>
<div dir="ltr"> </div>]]></content:encoded>
			<category>Actualités de l'Urfist</category>
			
			
			<guid>https://urfist.unistra.fr/actualites-agenda/actualites/actualite/?tx_ttnews%5Btt_news%5D=18666&#38;cHash=14d4a6c327ff4cd9a0a7bb94aa868939</guid>
			<pubDate>Mon, 17 Dec 2018 22:47:00 +0100</pubDate>
			
		</item>
		
		<item>
			<title>A lire : Qu'est-ce-que l'Open access ?</title>
			<link>https://urfist.unistra.fr/actualites-agenda/actualites/actualite/?tx_ttnews%5Btt_news%5D=17774&#38;cHash=5c60341f9c933855f1cc099504c8fb49</link>
			<description> 
Traduction française du livre de Peter Suber paru en 2012, disponible sur la plateforme OpenEdition.


Suber Peter, Qu’est-ce que l’accès ouvert ?, Marie Lebert (trad.), Marseille, OpenEdition Press, Encyclopédie numérique, 2016, 194 p.,...</description>
			<content:encoded><![CDATA[ 
<div class="csl-bib-body" style="line-height: 1.35;"><div class="csl-entry">Traduction française du livre de Peter Suber paru en 2012, disponible sur la plateforme OpenEdition.</div>
<div class="csl-entry"><span style="font-variant: small-caps;"><br /></span></div>
<div class="csl-entry"><span style="font-variant: small-caps;"><br /></span></div>
<div class="csl-entry"><span style="font-variant: small-caps;">Suber</span> Peter, <em>Qu’est-ce que l’accès ouvert ?</em>, Marie <span style="font-variant: small-caps;">Lebert</span> (trad.), Marseille, OpenEdition Press, Encyclopédie numérique, 2016, 194 p., consulté le 26 octobre 2016, URL : <link http://books.openedition.org/oep/1600>http://books.openedition.org/oep/1600</link>.</div>
<div class="csl-entry"> </div></div>]]></content:encoded>
			<category>Actualités de l'Urfist</category>
			
			
			<guid>https://urfist.unistra.fr/actualites-agenda/actualites/actualite/?tx_ttnews%5Btt_news%5D=17774&#38;cHash=5c60341f9c933855f1cc099504c8fb49</guid>
			<pubDate>Wed, 05 Sep 2018 15:23:00 +0200</pubDate>
			
		</item>
		
	</channel>
</rss>