BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Brandhorst;Rosa;;PD Dr. 
FN;CHARSET=UTF-8:PD Dr.  Rosa Brandhorst
ROLE;CHARSET=UTF-8:PD Dr. 
TITLE;CHARSET=UTF-8:Wissenschaftliche Mitarbeiterin im Bereich Transnationale Beziehungen\, Entwicklungs- und Migrationssoziologie (Prof. Faist)DFG-Forschungsprojekt: Transnationale soziale Unterstützungsnetzwerke in intraeuropäischer Migration. Statusübergänge von Ausbildung in die Erwerbstätigkeit in der Wirtschaftskrise.
ORG;CHARSET=UTF-8:Universität Bielefeld;Fakultät für Soziologie/Personen/Wissenschaftliche MitarbeiterInnen
EMAIL;TYPE=work;CHARSET=UTF-8:rosa.brandhorst@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/206001267
REV:2026-05-18T01:14:13Z
UID:28038a2d-9d7f-3126-b782-d257b90b9902
URL;TYPE=work;PREF=1;CHARSET=UTF-8:https://uni-bielefeld.de/eutransnetmig
TEL;TYPE=work,pref:00495211064635
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 10 01 31\n;Bielefeld;;33501;Germany
NOTE;CHARSET=UTF-8:Büro : Gebäude X D2-218
TZ:+02:00
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
END:VCARD
