BEGIN:VCARD
VERSION:3.0
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N;CHARSET=UTF-8:Riedel;Frank;;Prof. Dr.
FN;CHARSET=UTF-8:Prof. Dr. Frank Riedel
ROLE;CHARSET=UTF-8:Prof. Dr.
TITLE;CHARSET=UTF-8:Geschäftsführender Direktor
ORG;CHARSET=UTF-8:Universität Bielefeld;Institut für Mathematische Wirtschaftsforschung
EMAIL;TYPE=work;CHARSET=UTF-8:frank.riedel@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/4380615
REV:2026-08-08T13:24:30Z
UID:366deb08-a942-35ae-ba01-ac64e929d05d
URL;TYPE=work;PREF=1;CHARSET=UTF-8:http://wwwhomes.uni-bielefeld.de/friedel
TEL;TYPE=work,pref:00495211065647
TEL;TYPE=work:00495211064907
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 100131\n;Bielefeld;;33501;Germany
NOTE;CHARSET=UTF-8:Büro : UHG B4-134/136\nErreichbarkeit \nnach Vereinbarung
CATEGORIES;CHARSET=UTF-8:Auktionen\, Bietstrategien,Finanzmärkte,Spieltheorie
TZ:+02:00
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END:VCARD
