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		<title>Institut für Politikwissenschaft und Sozialforschung</title>
		<link>http://www.politikwissenschaft.uni-wuerzburg.de/</link>
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		<language>de</language>
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			<title>Institut für Politikwissenschaft und Sozialforschung</title>
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		<lastBuildDate>Wed, 16 May 2012 14:06:00 +0200</lastBuildDate>
		
		
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			<title>DAAD-Preis für Daria Maria Jurca</title>
			<link>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/daad-preis-1/</link>
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			<description>Hervorragende fachliche Leistungen, bemerkenswertes soziales,   gesellschaftliches oder hochschulint...</description>
			<content:encoded><![CDATA[<p class="bodytext"><b><a href="http://www.presse.uni-wuerzburg.de/einblick_archiv/archiv2012/stiftungsfest2012/daadpreis2012/" target="_blank" class="external-link-new-window" ><img src="typo3/sysext/rtehtmlarea/res/accessibilityicons/img/external_link_new_window.gif" alt="" />Hervorragende fachliche Leistungen, bemerkenswertes soziales,   gesellschaftliches oder hochschulinternes Engagement: Hierfür werden   ausländische Studierende mit dem Preis des Deutschen Akademischen   Austauschdienstes (DAAD) ausgezeichnet. Die Universität Würzburg vergibt   den Preis für 2012 an die rumänische Studentin Daria Maria Jurca. </a></b></p>
<p class="bodytext">Frau Daria Maria Jurca hat am Institut für Politikwissenschaft und Sozialforschung im Lehrbereich Allgemeine Soziologie Ihr Magisterabschluss erhalten. Ihre Abschlussarbeit hat den  Titel: „Zum Verständnis und zur Anwendung des Konzeptes der Integration.  Eine in Würzburg durchgeführte empirische Untersuchung“. Gutachter  waren Frau PD Dr. Rosemarie Sackmann und Herr Prof. Dr. Andreas Göbel.</p>]]></content:encoded>
			
			
			<pubDate>Wed, 16 May 2012 14:06:00 +0200</pubDate>
			
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			<title>Mentoring am IPS: </title>
			<link>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/mentoring-10/</link>
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Nähere Informationen zu den Mentorinnen und Mentoren finden Sie auf der Mentoring-Seite. [Link]</description>
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" alt="" /> <img style="width: 247px; height: 357px;" 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" alt="" /></p>
<p class="bodytext">Nähere Informationen zu den Mentorinnen und Mentoren finden Sie auf der Mentoring-Seite. <a href="studium3/mentoring/" class="internal-link" >[Link]</a></p>]]></content:encoded>
			
			
			<pubDate>Mon, 14 May 2012 11:56:00 +0200</pubDate>
			
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		<item>
			<title>Stellenausschreibung für mehrere Mentoren/-innen</title>
			<link>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/stellenaus-aad328411b/</link>
		    <!-- <guid>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/stellenaus-aad328411b/</guid>					-->
			<description>Nähere Informationen finden Sie hier [PDF]. </description>
			<content:encoded><![CDATA[<p class="bodytext">Nähere Informationen finden Sie hier <a href="fileadmin/EXT00182/_temp_/Stellenausschreibung_Mentoren.pdf" class="download" ><img src="typo3/sysext/rtehtmlarea/res/accessibilityicons/img/download.gif" alt="" />[PDF]</a>.&nbsp;</p>]]></content:encoded>
			
			
			<pubDate>Tue, 24 Apr 2012 13:08:00 +0200</pubDate>
			
		</item>
		
		<item>
			<title>Veranstaltungsangebot in den nicht-modularisierten Studiengängen</title>
			<link>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/veranstalt-244ce9c955/</link>
		    <!-- <guid>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/veranstalt-244ce9c955/</guid>					-->
			<description>Lehrveranstaltungen aus dem Bachelor- und Masterbereich können besucht werden</description>
			<content:encoded><![CDATA[<p class="bodytext">Studierenden der nicht-modularisierten Studiengänge steht auch in diesem Semester wieder die Möglichkeit offen, Lehrveranstaltungen aus dem modularisierten Studium (Bachelor, Master) zu besuchen. Die Lehrveranstaltungen aus dem Master-Bereich können dabei als Hauptseminare im nicht-modularisierten Studium angerechnet werden.&nbsp;</p>
<p class="bodytext">Bei Interesse wenden Sie sich bitte an den Dozenten der jeweiligen Lehrveranstaltung.</p>]]></content:encoded>
			
			
			<pubDate>Tue, 17 Apr 2012 09:54:00 +0200</pubDate>
			
		</item>
		
		<item>
			<title>Intensivierung der Kooperation mit Indien</title>
			<link>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/intensivie-1/</link>
		    <!-- <guid>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/intensivie-1/</guid>					-->
			<description>Nachdem im letzten Jahr bereits Prof. Valerian Rodrigues von der Jawaharlal-Nehru-Universität Neu-De...</description>
			<content:encoded><![CDATA[<p class="bodytext">Zurzeit befinden sich drei Mitarbeiter des Instituts zu Forschungsaufenthalten in Indien. Philipp Gieg, Michael Melcher und Stefan Schwaneck nutzen die vorlesungsfreie Zeit und forschen im März und April als Gastwissenschaftler an der JNU. Alle drei arbeiten in Neu-Delhi an ihren Promotionen – und interessieren sich zum Beispiel für indische Außenpolitik, die britisch-indischen Beziehungen oder auch Lobbyismus in der größten Demokratie der Welt.</p>
<p class="bodytext">Gefördert werden die Reisen vom Deutschen Akademischen Austauschdienst, der im Rahmen seiner Initiative<i> A New Passage to India </i>die Universität Würzburg mit zwei Förderlinien bedachte. Auch Mira Hassan, Studentin im Masterstudiengang <i>Political and Social Sciences </i>und wissenschaftliche Hilfskraft am Institut, konnte so einen Aufenthalt in Neu-Delhi und damit wertvolle Recherchemöglichkeiten für ihre Masterarbeit realisieren.</p>
<p class="bodytext">Prof. Dr. Gisela Müller-Brandeck-Bocquet hielt sich Mitte März ebenfalls eine Woche in Neu-Delhi auf. Am<i> Centre for European Studies</i> sprach sie zum Thema „Bye Bye to European Integration and the EU of 27 Member States?“ (siehe Foto). Daneben standen Gespräche mit Professoren der Politikwissenschaft und dem Präsidenten der JNU auf dem Programm. Vice-Chancellor Prof. Sudhir Sopory betonte dabei, dass die Zusammenarbeit zwischen Würzburg und Neu-Delhi das aktivste internationale Kooperationsabkommen darstellt, das die JNU weltweit unterhält.</p>
<p class="bodytext">Nach der Rückkehr der Würzburger Indien-Reisenden werden mit Prof. Dr. Ummu Salma Bava und Dr. Shaji Sadasivan Nair gleich zwei indische Wissenschaftler am Institut für Politikwissenschaft und Sozialforschung im Bereich der Internationalen Beziehungen lehren. <a href="lehrbereiche/ib/indien/indische_gastdozenten/" class="internal-link" >Alle Informationen zu den Gastdozenten finden Sie hier.</a></p>
<p class="bodytext">Die Kooperation mit Indien wird im Jahre 2012 also weiter ausgebaut – und erweist sich als ein wichtiger Pfeiler des internationalen Profils des Instituts für Politikwissenschaft und Sozialforschung.</p>]]></content:encoded>
			
			
			<pubDate>Fri, 13 Apr 2012 15:45:00 +0200</pubDate>
			
		</item>
		
		<item>
			<title>Klausur zur Vorlesung BRD (16.04.2012; Hörsaal 1)</title>
			<link>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/klausur-zu-20/</link>
		    <!-- <guid>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/klausur-zu-20/</guid>					-->
			<description>Die Klausur zur Vorlesung BRD findet am 16.04.2012 von 14-16 Uhr in  Hörsaal 1 am Wittelsbacherplatz...</description>
			<content:encoded><![CDATA[<p class="bodytext">Die Klausur zur Vorlesung BRD findet am 16.04.2012 von 14-16 Uhr in  Hörsaal 1 am Wittelsbacherplatz statt.</p>]]></content:encoded>
			
			
			<pubDate>Fri, 13 Apr 2012 09:58:00 +0200</pubDate>
			
		</item>
		
		<item>
			<title>Stellenausschreibung: als Tutor/in am Lehrstuhl für Vergleichende Politikwissenschaft und Systemlehre</title>
			<link>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/stellenaus-8d607bd09e/</link>
		    <!-- <guid>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/stellenaus-8d607bd09e/</guid>					-->
			<description>Nähere Informationen finden Sie hier [PDF].</description>
			<content:encoded><![CDATA[<p class="bodytext">Nähere Informationen finden Sie hier <a href="fileadmin/06060101/Bekanntmachungen_Aushaenge/Ausschreibung_TutorenSoSe12.pdf" class="download" ><img src="typo3/sysext/rtehtmlarea/res/accessibilityicons/img/download.gif" alt="" />[PDF]</a>.</p>]]></content:encoded>
			
			
			<pubDate>Fri, 30 Mar 2012 10:19:00 +0200</pubDate>
			
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		<item>
			<title>Intercultural Relations im Sommersemester 2012</title>
			<link>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/intercultu-5/</link>
		    <!-- <guid>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/intercultu-5/</guid>					-->
			<description>Im Sommersemester 2012 wird am Institut für Politikwissenschaft und Sozialforschung wieder der Kurs ...</description>
			<content:encoded><![CDATA[<p class="bodytext">Alle Informationen zum Kurs finden Sie <a href="fileadmin/06060101/Bekanntmachungen_Aushaenge/intercultural-relations.pdf" class="download" ><img src="typo3/sysext/rtehtmlarea/res/accessibilityicons/img/download.gif" alt="" /> hier</a>! </p>
<p class="bodytext">IR wurde zum Sommersemester in den Pool der Schlüsselqualifikationen mit ECTS-Punkten aufgenommen.</p>
<p class="bodytext"><br /></p>]]></content:encoded>
			
			
			<pubDate>Mon, 26 Mar 2012 20:15:00 +0200</pubDate>
			
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			<title>Neue Schriftenreihe des Instituts feiert Premiere</title>
			<link>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/neue-schri-3/</link>
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			<description>Würzburger Arbeitspapiere zur Politikwissenschaft und Sozialforschung (WAPS)</description>
			<content:encoded><![CDATA[<p class="bodytext"> Um seine aktuellen Forschungsergebnisse verstärkt sichtbar zu machen, hat das Institut für Politikwissenschaft und Sozialforschung die Online-Schriftenreihe <a href="http://opus.bibliothek.uni-wuerzburg.de/schriftenreihen_ebene2.php?sr_id=10&amp;la=de" target="_blank" class="external-link-new-window" ><img src="typo3/sysext/rtehtmlarea/res/accessibilityicons/img/external_link_new_window.gif" alt="" />WAPS</a> (Würzburger Arbeitspapiere zur Politikwissenschaft und Sozialforschung) ins Leben gerufen.</p>
<p class="bodytext">Diese spiegelt die gesamte Bandbreite der Forschungsleistung des Instituts wider. Neben MitarbeiterInnen des Instituts steht die Schriftenreihe auch hervorragenden Studierenden offen, die über die Veröffentlichung ihrer beachtlichen Beiträge an das wissenschaftliche Publizieren herangeführt werden.</p>
<p class="bodytext"><a href="http://opus.bibliothek.uni-wuerzburg.de/schriftenreihen_ebene2.php?sr_id=10&amp;la=de" target="_blank" class="external-link-new-window" ><img src="typo3/sysext/rtehtmlarea/res/accessibilityicons/img/external_link_new_window.gif" alt="" />Übersichtsseite WAPS</a></p>
<p class="bodytext">Den Auftakt bildet ein Beitrag mit dem Titel „Gerechtigkeitsurteile in einer unterfränkischen Großstadt vor und nach der Finanzkrise“, verfasst von Simon Dickopf, Mira Hassan, Jan Künzler und Regina Renner. - <a href="http://opus.bibliothek.uni-wuerzburg.de/frontdoor.php?source_opus=6939&amp;la=de" target="_blank" class="external-link-new-window" ><img src="typo3/sysext/rtehtmlarea/res/accessibilityicons/img/external_link_new_window.gif" alt="" />Direktlink zum Beitrag</a></p>
<p class="bodytext">&nbsp;</p>]]></content:encoded>
			
			
			<pubDate>Mon, 26 Mar 2012 10:15:00 +0200</pubDate>
			
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			<title>Erasmus-Programm: Freie Plätze</title>
			<link>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/erasmus-pr-2/</link>
		    <!-- <guid>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/erasmus-pr-2/</guid>					-->
			<description>Das Institut für Politikwissenschaft und Sozialforschung verfügt für das Studienjahr 2012/13 noch üb...</description>
			<content:encoded><![CDATA[<p class="bodytext">Das Institut für Politikwissenschaft und Sozialforschung verfügt für das Studienjahr 2012/13 noch über freie Auslandsstudienplätze. Mit Ausnahme der Universität Bologna sind an allen Universitäten, mit denen das Institut Erasmuspartnerschaften unterhält, noch Plätze frei.&nbsp;</p>
<p class="bodytext">Bewerbungen um einen entsprechenden Studienplatz können ab sofort im Sekretariat des Lehrstuhls für vergleichende Politikwissenschaft (R 00.105) eingereicht werden. </p>
<p class="bodytext">Die Vergabe erfolgt nach Eingang.</p>
<p class="bodytext">Formalia für die Bewerbung finden Sie <a href="studium3/auslandsstudium/" class="internal-link" >hier</a>. </p>]]></content:encoded>
			
			
			<pubDate>Fri, 16 Mar 2012 11:38:00 +0100</pubDate>
			
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			<title>April Klausuren: </title>
			<link>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/klausuren-2/</link>
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			<description>Nähere Informationen finden Sie hier [PDF]. 
</description>
			<content:encoded><![CDATA[<p class="bodytext">Nähere Informationen finden Sie hier <a href="fileadmin/06060101/Bekanntmachungen_Aushaenge/Aushang_Klausuren_April_2012.pdf" class="download" ><img src="typo3/sysext/rtehtmlarea/res/accessibilityicons/img/download.gif" alt="" />[PDF]</a>.&nbsp;</p>
<p class="bodytext">&nbsp;</p>]]></content:encoded>
			
			
			<pubDate>Fri, 16 Mar 2012 09:05:00 +0100</pubDate>
			
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			<title>PO-Wechsel im Sommersemester 2012</title>
			<link>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/po-wechsel/</link>
		    <!-- <guid>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/po-wechsel/</guid>					-->
			<description>Informationen zum Wechsel der Prüfungsordnung im Sommersemester 2012 für die Bachelor-Studiengänge P...</description>
			<content:encoded><![CDATA[<p class="bodytext">Informationen zum Wechsel der Prüfungsordnung im Sommersemester 2012 für die Bachelor-Studiengänge Political and Social Studies finden Sie <a href="fileadmin/06100000/Informationen_zu_Neuerungen_im__BA_PSS/Info_Wechsel_SoSe_12.pdf" class="download" ><img src="typo3/sysext/rtehtmlarea/res/accessibilityicons/img/download.gif" alt="" />hier</a>.</p>
<p class="bodytext">Weitere Informationen sowie Fristen und Antragsformulare finden Sie auf diesen Seiten unter der Rubrik <a href="studium3/bama/" class="internal-link" >Studium</a>.</p>]]></content:encoded>
			
			
			<pubDate>Thu, 15 Mar 2012 15:36:00 +0100</pubDate>
			
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			<title>Veranstaltungsankündigung: Statistiktutorium zur Vorbereitung auf die Sommerklausur Statistik </title>
			<link>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/veranstalt-14cfa939f3/</link>
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			<description>Das Institut bietet kurzfristig ein klausurvobereitendes Blocktutorium  in Statistik an. Die Veranst...</description>
			<content:encoded><![CDATA[<p class="bodytext">Das Institut bietet kurzfristig ein klausurvobereitendes Blocktutorium  in Statistik an. Die Veranstaltung (Nummer 0507345) findet in der Zeit  vom 20. bis 28. März statt, Beginn Dienstag, 20. März um 10:00 Uhr in  Raum -1.105 (Keller). Wenn Sie sich bisher mit Statistik schwer getan  haben und Ihnen dieses Modul noch am Ende des Studiums fehlt: Melden Sie  sich per E-Mail bei Frau Harder an (<a href="mailto:anja.harder@uni-wuerzburg.de" class="moz-txt-link-abbreviated" >anja.harder@uni-wuerzburg.de</a>). Höhere Fachsemester werden bevorzugt zugelassen, die Teilnehmerzahl ist auf 15 begrenzt. </p>]]></content:encoded>
			
			
			<pubDate>Wed, 29 Feb 2012 15:21:00 +0100</pubDate>
			
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			<title>Tagung der Sektion &quot;Politische Soziologie&quot; der DGS: Kollektiven Identitäten</title>
			<link>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/tagung-der-1/</link>
		    <!-- <guid>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/tagung-der-1/</guid>					-->
			<description>Nähere Informationen zur Tagung finden Sie hier [PDF]. 
</description>
			<content:encoded><![CDATA[<p class="bodytext">Nähere Informationen zur Tagung finden Sie hier <a href="fileadmin/06060101/Bekanntmachungen_Aushaenge/tagungsprogramm.pdf" class="download" ><img src="typo3/sysext/rtehtmlarea/res/accessibilityicons/img/download.gif" alt="" />[PDF]</a>.&nbsp;</p>
<p class="bodytext"><img style="width: 639px; height: 453px;" 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" alt="" /></p>]]></content:encoded>
			
			
			<pubDate>Wed, 29 Feb 2012 15:17:00 +0100</pubDate>
			
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			<title>Wenn Sie Probleme bei der Anmeldung haben: </title>
			<link>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/wenn-sie-p/</link>
		    <!-- <guid>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/wenn-sie-p/</guid>					-->
			<description>Studierende, die Probleme bei der laufenden Eintragung zu den Veranstaltungen haben, wenden sich bit...</description>
			<content:encoded><![CDATA[<p style="color: rgb(33, 81, 132);" class="bodytext">Studierende, die Probleme bei der laufenden Eintragung zu den Veranstaltungen haben, wenden sich bitte an Dr. Matthias Gsänger (<a href="mailto:matthias.gsaenger@uni-wuerzburg.de" >matthias.gsaenger@uni-wuerzburg.de</a>; Tel.: 0931- 3184857) und Dr. Achim Donner (achim.donner@uni-wuerzburg.de; 0931-3185237). Bitte verwenden Sie beide Adressen gleichzeitig. </p>]]></content:encoded>
			
			
			<pubDate>Wed, 29 Feb 2012 12:26:00 +0100</pubDate>
			
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			<title>Veranstaltungsankündigung: 1st Spring School - Einführung in R/IPS-Bayernbarometer 2011</title>
			<link>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/veranstalt-87a8d325b9/</link>
		    <!-- <guid>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/veranstalt-87a8d325b9/</guid>					-->
			<description>Nähere Informationen finden Sie hier. </description>
			<content:encoded><![CDATA[<p class="bodytext">Nähere Informationen finden Sie <a href="lehrbereiche/empirische/forschung_und_lehre/arbeitsgemeinschaft_wahlforschung/" class="internal-link" >hier</a>.&nbsp;</p>]]></content:encoded>
			
			
			<pubDate>Mon, 27 Feb 2012 13:59:00 +0100</pubDate>
			
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			<title>Indische Gastdozenten im Sommersemester 2012 am Institut</title>
			<link>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/indische-g-1/</link>
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			<description>Nachdem im letzten Jahr bereits Prof. Valerian Rodrigues von der Jawaharlal-Nehru-Universität Neu-De...</description>
			<content:encoded><![CDATA[<p class="bodytext">Mit Prof. Dr. Ummu Salma Bava und Dr. Shaji Sadasivan Nair werden im Sommersemester 2012 gleich zwei indische Wissenschaftler am Institut für Politikwissenschaft und Sozialforschung im Bereich der Internationalen Beziehungen lehren.</p>
<p class="bodytext"><b>Dr. Shaji&nbsp;Sadasivan</b> ist <i>Assistant Professor</i> am <i>Department of Political Science</i> der Universität Hyderabad. Er wird in der ersten Semesterhälfte ein Master- und zwei Bachelor-Seminare leiten, die sich unter anderem mit der Außenpolitik der <i>emerging power</i> Indien beschäftigen sowie das Phänomen „Globalisierung in den internationalen Beziehungen“ analysieren werden.</p>
<p class="bodytext">In der zweiten Semesterhälfte werden die Veranstaltungen von <b>Prof. Dr. Bava </b>übernommen, die als Professorin für Europäische Studien an der JNU in Neu-Delhi lehrt und forscht. Sie ist Direktorin des dortigen <i>Europe Area Studies Programme</i> und hat im Januar 2012 das Bundesverdienstkreuz verliehen bekommen in Anerkennung ihres persönlichen Einsatzes für den Ausbau der deutsch-indischen Beziehungen – den sie mit ihrem Engagement in Würzburg erneut unter Beweis stellt.</p>
<p class="bodytext">Mit Prof. Dr. Bava und Dr. Sadasivan ist es dem Institut gelungen, zwei ausgewiesene Experten auf dem Gebiet der Internationalen Beziehungen nach Würzburg zu holen. Die Studierenden erhalten die einmalige Gelegenheit, mit renommierten indischen Gastdozenten aktuelle Themen der internationalen Politik sowie der weltpolitischen Rolle Indiens diskutieren und analysieren zu können – und werden dieses Angebot hoffentlich zahlreich annehmen.&nbsp;Im Einzelnen handelt es sich um <b>folgende Lehrveranstaltungen:</b></p><ul><li>Das&nbsp;Bachelor-Aufbaumodul&nbsp;<a href="https://www-sbhome1.zv.uni-wuerzburg.de/qisserver/rds?state=verpublish&amp;status=init&amp;vmfile=no&amp;publishid=77832&amp;moduleCall=webInfo&amp;publishConfFile=webInfo&amp;publishSubDir=veranstaltung" target="_blank" class="external-link-new-window" ><img src="typo3/sysext/rtehtmlarea/res/accessibilityicons/img/external_link_new_window.gif" style="border-width: initial; border-color: initial; " alt="" />Außenpolitikanalyse nicht-europäischer Staaten</a></li><li>Das Bachelor-Aufbaumodul&nbsp;<a href="https://www-sbhome1.zv.uni-wuerzburg.de/qisserver/rds?state=verpublish&amp;status=init&amp;vmfile=no&amp;publishid=77818&amp;moduleCall=webInfo&amp;publishConfFile=webInfo&amp;publishSubDir=veranstaltung" target="_blank" class="external-link-new-window" ><img src="typo3/sysext/rtehtmlarea/res/accessibilityicons/img/external_link_new_window.gif" style="border-width: initial; border-color: initial; " alt="" />Spezielle Problemstellungen grenzüberschreitender Politik</a></li><li>Das Master-Seminar&nbsp;<a href="https://www-sbhome1.zv.uni-wuerzburg.de/qisserver/rds?state=verpublish&amp;status=init&amp;vmfile=no&amp;moduleCall=webInfo&amp;publishConfFile=webInfo&amp;publishSubDir=veranstaltung&amp;veranstaltung.veranstid=77817" target="_blank" class="external-link-new-window" ><img src="typo3/sysext/rtehtmlarea/res/accessibilityicons/img/external_link_new_window.gif" style="border-width: initial; border-color: initial; " alt="" />Globalisierung in den internationalen Beziehungen</a>, das auch den Magisterstudierenden als Hauptseminar offensteht.<br /><br /></li></ul><p class="bodytext">Die Lehrveranstaltungen werden nach dem bewährten „deutschen“ Seminar-Modell abgehalten, d.h. es wird – wie bei uns üblich – größter Wert auf studentische Mitarbeit und Beteiligung durch Referate und Diskussionen gelegt.&nbsp;Zu den drei Veranstaltungen wird&nbsp;<a href="lehrbereiche/ib/mitarbeiter/philipp_gieg/" class="internal-link" >Philipp Gieg</a>&nbsp;ein&nbsp;<a href="https://www-sbhome1.zv.uni-wuerzburg.de/qisserver/rds?state=verpublish&amp;status=init&amp;vmfile=no&amp;publishid=83885&amp;moduleCall=webInfo&amp;publishConfFile=webInfo&amp;publishSubDir=veranstaltung" target="_blank" class="external-link-new-window" ><img style="border-width: initial; border-color: initial; " src="typo3/sysext/rtehtmlarea/res/accessibilityicons/img/external_link_new_window.gif" alt="" />Begleitseminar&nbsp;</a>anbieten.&nbsp;Mit Philipp Gieg&nbsp;können auch alle Fragen, die sich durch die besondere Konstellation ergeben, besprochen werden; seine&nbsp;Kontakt- und Sprechstundeninformationen finden Sie&nbsp;<a href="lehrbereiche/ib/mitarbeiter/philipp_gieg/" class="internal-link" >hier</a>.</p>
<p class="bodytext">Zudem sind mehrere Vorträge von Dr. Sadasivan und Prof. Dr. Bava anvisiert, die über die Homepage des Instituts sowie durch Aushänge angekündigt werden.</p>
<p class="bodytext">Wir möchten auch interessierte Mitarbeiter und Studierende anderer Studiengänge und Fachrichtungen gerne einladen, die Veranstaltungen zu besuchen. Bei Fragen wenden Sie sich bitte an <a href="lehrbereiche/ib/mitarbeiter/philipp_gieg/" class="internal-link" >Philipp Gieg</a>.</p>
<p class="bodytext"><b><a href="lehrbereiche/ib/indien/indische_gastdozenten/" class="internal-link" >Aktuelle Informationen zu Lehr- und Vortragsveranstaltungen finden Sie jederzeit hier...</a></b></p>]]></content:encoded>
			
			
			<pubDate>Fri, 24 Feb 2012 21:00:00 +0100</pubDate>
			
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			<title>HiWi im Bereich Koordination und Organisation des Vorlesungsverzeichnisses gesucht!</title>
			<link>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/hiwi-im-be/</link>
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			<description>Nähere Informationen finden Sie hier [PDF]. </description>
			<content:encoded><![CDATA[<p class="bodytext">Nähere Informationen finden Sie hier <a href="fileadmin/06060101/Bekanntmachungen_Aushaenge/Stellenausschreibung_RuV_SS_12.pdf" class="download" ><img src="typo3/sysext/rtehtmlarea/res/accessibilityicons/img/download.gif" alt="" />[PDF]</a>.&nbsp;</p>]]></content:encoded>
			
			
			<pubDate>Tue, 21 Feb 2012 18:54:00 +0100</pubDate>
			
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			<title>Ausschreibung: Alumni-Hiwi</title>
			<link>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/ausschreib-51/</link>
		    <!-- <guid>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/ausschreib-51/</guid>					-->
			<description>Nähere Informationen finden Sie hier [PDF]. </description>
			<content:encoded><![CDATA[<p class="bodytext">Nähere Informationen finden Sie hier <a href="fileadmin/06060101/Bekanntmachungen_Aushaenge/StellenausschreibungALumni.pdf" class="download" ><img src="typo3/sysext/rtehtmlarea/res/accessibilityicons/img/download.gif" alt="" />[PDF]</a>.&nbsp;</p>]]></content:encoded>
			
			
			<pubDate>Sat, 18 Feb 2012 11:08:00 +0100</pubDate>
			
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			<title>Veranstaltungsankündigung: Basismodul Datenauswertung</title>
			<link>http://www.politikwissenschaft.uni-wuerzburg.de/aktuelles0/aktuelle_meldungen/artikel/veranstalt-86/</link>
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			<description>Im Sommersemester 2012, biete Herr Gerd Pfister, M.A.  vom 02.04.12 – 05.04.2012, ein zusätzliches B...</description>
			<content:encoded><![CDATA[<p class="align-justify">Im Sommersemester 2012, biete Herr Gerd Pfister, M.A.  vom 02.04.12 – 05.04.2012, ein zusätzliches Blockseminar „Basismodul Datenauswertung 1“&nbsp; (Veranstaltungsnr. 0507100) an. Das Seminar schließt am 05.04.12 von 10-12 Uhr mit einer Klausur ab. Zielgruppe sind BA-Studierende, die sich im Sommersemester 2012 mindestens im 4. Semester befinden. </p>]]></content:encoded>
			
			
			<pubDate>Fri, 17 Feb 2012 09:51:00 +0100</pubDate>
			
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