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Universität Bielefeld
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Bsp.: Nachname oder Nachname,Vorname oder Stichwort oder Telefonnummer

Herr Prof. em. Dr. Joachim Rosenmüller

1. Fakultät für Wirtschaftswissenschaften / Professor in Rente / Emeriti

Aufgabenbeschreibung

IMW 

E-Mail
jr@uni-bielefeld.de  
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Telefon
+49 521 106-4909  
Fax
+49 521 106-2997  
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+49 521 106-6909Sekretariat zeigen
Büro
UHG V10-146 Lage-/Raumplan
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2. Institut für Mathematische Wirtschaftsforschung

E-Mail
jr@uni-bielefeld.de  
Homepage
Öffnen
Telefon
+49 521 106-4909  
Fax
+49 521 106-2997  
Telefon Sekretariat
+49 521 106-6909Sekretariat zeigen
Büro
UHG V10-146 Lage-/Raumplan
Sprechzeiten

nach Vereinbarung

 

Curriculum Vitae

Academic Career

since July 31, 2006Professor emeritus
1984–2002Director, Institute of Mathematical Economics, Bielefeld University
1978–2006Full Professor of Mathematical Economics, Bielefeld University
1972–1978Full Professor of Mathematical Economics, University of Karlsruhe
1969–1970Visiting Assistant Professor, University of British Columbia, Vancouver, British Columbia, Canada
1968–1969Visiting Assistant Professor, University of Minnesota, Mineapolis, Minnesota, USA
1967–1968Amanuensis (Visiting Assistant Professor), University of Aarhus, Denmark
1964–1967DFG (NSF) Projects at the Universities of Göttingen and Erlangen/Nürnberg
1971Habilitation in Mathematics (Second Doctorate), University of Erlangen/Nürnberg
1967PhD, University of Erlangen/Nürnberg
1965Diploma in Mathematics (MSc), University of Göttingen
1962Pre-Diploma in Mathematics (BSc), University of Marburg

Representative Publications

Extreme games and their solutions.
Lecture Notes in Economics and Math.Systems 145,
Springer (1977), 126 p.

Game Theory: Stochastics, Information,
Strategies and Cooperation. Kluwer Academic Publishers,
2000, 659pp. ISBN 0-7923-8673-6.

Convex Stable Sets for Linear Production Games
(with B. Shitovitz), International Journal of Game
Theory, Vol. 39, 2010, pp. 311 - 318.

A Value for
Cephoidal NTU-Games. International Game Theory Review, Vol.
11, No. 3, 2009, pp.247-272.

Convex vNM-Stable Sets for a Semi Orthogonal Game - Part V:
All Games have vNM-Stable Sets. Working paper Nr.552.
Center of Mathematical Economics, Bielefeld University.
February 2016.

Aktuelle Forschungsthemen

  • Game Theory
  • Decision Theory
  • General Equilibrium
  • Bargaining
  • Stochastic Optimization; Stochastic Dynamic Programming
  • Algorithms and Recursive Procedures; Implementation in APL
  • Non-additive set functions
  • Probability and Uncertainty
  • Formal Epistemology in the Context of Game Theory and Economics