| Private Homepage | https://ivv5hpp.uni-muenster.de/u/rds/ |
| Selected Publications | • Asperó, David; Schindler, Ralf Martin's Maximum++ implies Woodin's axiom (∗). Annals of Mathematics Vol. 193 (3), 2021 online • Beriashvili, Mariam; Schindler, Ralf; Wu, Liuzhen; Yu, Liang Hamel bases and well–ordering the continuum. Proceedings of the American Mathematical Society Vol. 146, 2018 online • Hauser, Kai; Schindler, Ralf-Dieter Projective uniformization revisited. Annals of Pure and Applied Logic Vol. 103 (1-3), 2000, pp 109--153 online • Müller, Sandra; Schindler, Ralf; Woodin, W. Hugh Mice with finitely many Woodin cardinals from optimal determinacy hypotheses. Journal of Mathematical Logic Vol. 20 (Supp. 1), 2020 online • Ronald Jensen; Ernest Schimmerling; Ralf Schindler; John Steel Stacking mice. Journal of Symbolic Logic Vol. 74 (1), 2009, pp 315--335 online • Sargsyan, Grigor; Schindler, Ralf Varsovian models I. Journal of Symbolic Logic Vol. 83 (2), 2018 online • Schindler, Ralf; Steel, John The self-iterability of L[E]. Journal of Symbolic Logic Vol. 74 (3), 2009, pp 751--779 online • Schindler, Ralf-Dieter Proper forcing and remarkable cardinals II. Journal of Symbolic Logic Vol. 66 (3), 2001, pp 1481--1492 online • Schindler, Ralf-Dieter The core model for almost linear iterations. Annals of Pure and Applied Logic Vol. 116 (1-3), 2002, pp 205--272 online • Yong Cheng; Ralf Schindler Harrington’s principle in higher order arithmetic. Journal of Symbolic Logic Vol. 80 (2), 2015 online |
| Topics in Mathematics Münster | T3: Models and universes |
| Current Publications | • Sargsyan G, Schindler R, Schlutzenberg F Varsovian models II. , 2021 online • Asperó, David; Schindler, Ralf Martin's Maximum++ implies Woodin's axiom (∗). Annals of Mathematics Vol. 193 (3), 2021 online • Müller, Sandra; Schindler, Ralf; Woodin, W. Hugh Mice with finitely many Woodin cardinals from optimal determinacy hypotheses. Journal of Mathematical Logic Vol. 20 (Supp. 1), 2020 online • Beriashvili, Mariam; Schindler, Ralf; Wu, Liuzhen; Yu, Liang Hamel bases and well–ordering the continuum. Proceedings of the American Mathematical Society Vol. 146, 2018 online • Sargsyan, Grigor; Schindler, Ralf Varsovian models I. Journal of Symbolic Logic Vol. 83 (2), 2018 online |
| Current Projects | • EXC 2044 - A2: Groups, model theory and sets Model theory and, more generally, mathematical logic as a whole has seen striking applicationsto arithmetic geometry, topological dynamics and group theory. Such applications as well asfundamental questions in geometric group theory, on the foundations of model theory and in settheory are at the focus of our work. The research in our group reaches from group theoretic questions to the model theory of groups andvalued fields as well as set theory. The study of automorphism groups of first order structures astopological groups, for examples, uses tools from descriptive set theory leading to pure set theoretic questions. online | rds at uni-muenster dot de |
| Phone | +49 251 83-33761 |
| FAX | +49 251 83-33078 |
| Room | 804 |
| Secretary | Sekretariat Weischer Frau Paulina Weischer Telefon +49 251 83-33790 Fax +49 251 83-33078 Zimmer 811 |
| Address | Prof. Dr. Ralf Schindler Institut für Mathematische Logik und Grundlagenforschung Fachbereich Mathematik und Informatik der Universität Münster Einsteinstrasse 62 48149 Münster Deutschland |
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