Felix Finster

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Johannes KleinerMunich Center for Mathematical Philosophy, Ludwig Maximilian University of MunichVerified email at lmu.de
Moritz ReintjesAssistant Professor, Department of Mathematics, City University of Hong KongVerified email at cityu.edu.hk
Prof. Dr. J. M. IsidroInstituto Universitario de Matemática Pura y Aplicada, Universidad Politécnica de Valencia, EspañaVerified email at mat.upv.es
Claudio PaganiniEarly Postdoc Mobility Grant, funded by the SNSFVerified email at aei.mpg.de
Dappiaggi ClaudioUniversity of Pavia (Italy)Verified email at unipv.it
Olaf MüllerHumboldt-Universität zu BerlinVerified email at math.hu-berlin.de
Alexander StrohmaierProfessor, Leibniz University HannoverVerified email at math.uni-hannover.de
Erik CurielSenior Researcher, COGY, Universität Bonn/Distinguished Scholar, Black Hole Initiative, HarvardVerified email at uni-bonn.de
Christian HainzlLMU MuenchenVerified email at math.lmu.de
Ines KathUniversität GreifswaldVerified email at uni-greifswald.de
Yann BernardSenior lecturer in Mathematics, Monash UniversityVerified email at monash.edu
Emanuela RadiciEPFLVerified email at epfl.ch
Kyriakos PapadopoulosKuwait UniversityVerified email at ku.edu.kw
Robert H. JonssonPostdoctoral Fellow, NorditaVerified email at su.se
Jürg FröhlichProfessor of Theoretical Physics emeritus, ETH ZurichVerified email at phys.ethz.ch
Robert OecklProfessor, National Autonomous University of MexicoVerified email at matmor.unam.mx
Niki KilbertusTechnical University of Munich & Helmholtz MunichVerified email at tum.de
Simone MurroUniversity of Genova

Felix Finster

Professor of Mathematics, Universität Regensburg

Verified email at ur.de - Homepage

Mathematical physics analysis differential geometry


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Decay of solutions of the wave equation in the Kerr geometry F Finster, N Kamran, J Smoller, ST Yau Communications in Mathematical Physics 264 (2), 465-503, 2006	146	2006
Particlelike solutions of the Einstein-Dirac equations F Finster, J Smoller, ST Yau Physical Review D 59 (10), 104020, 1999	143	1999
Non-existence of time-periodic solutions of the Dirac equation in a Reissner-Nordström black hole background F Finster, JA Smoller, ST Yau The American Institute of Physics, 2000	106	2000
Nonexistence of time‐periodic solutions of the Dirac equation in an axisymmetric black hole geometry F Finster, N Kamran, J Smoller, ST Yau Communications on Pure and Applied Mathematics: A Journal Issued by the …, 2000	92	2000
The long-time dynamics of Dirac particles in the Kerr-Newman black hole geometry F Finster, N Kamran, J Smoller, ST Yau	91	2003
Causal fermion systems as a candidate for a unified physical theory F Finster, J Kleiner Journal of Physics: Conference Series 626 (1), 012020, 2015	81	2015
Particle-like solutions of the Einstein–Dirac–Maxwell equations F Finster, J Smoller, ST Yau Physics Letters A 259 (6), 431-436, 1999	74	1999
The principle of the fermionic projector F Finster American Mathematical Soc., 2006	68*	2006
Continuum Limit of Causal Fermion Systems F Finster Springer, 2016	67	2016
Decay Rates and Probability Estimates for Massive Dirac Particles in the Kerr–Newman Black Hole Geometry F Finster, N Kamran, J Smoller, ST Yau Communications in mathematical physics 230 (2), 201-244, 2002	66	2002
Local U (2, 2) symmetry in relativistic quantum mechanics F Finster arXiv preprint hep-th/9703083, 1997	59	1997
Non-Existence of Black Hole Solutions for a Spherically Symmetric, Static Einstein–Dirac–Maxwell System F Finster, J Smoller, ST Yau Communications in mathematical physics 205 (2), 249-262, 1999	56	1999
Curvature estimates and the positive mass theorem H Bray, F Finster arXiv preprint math/9906047, 1999	56	1999
A Non-Perturbative Construction of the Fermionic Projector on Globally Hyperbolic Manifolds II - Space-Times of Infinite Lifetime F Finster, M Reintjes arXiv preprint arXiv:1312.7209, 2013	47	2013
A Lorentzian quantum geometry F Finster, A Grotz	43	2012
Causal fermion systems: A quantum space-time emerging from an action principle F Finster, A Grotz, D Schiefeneder Quantum Field Theory and Gravity: Conceptual and Mathematical Advances in …, 2012	42	2012
Causal variational principles on measure spaces F Finster Walter de Gruyter GmbH & Co. KG 2010 (646), 141-194, 2010	41	2010
On the support of minimizers of causal variational principles F Finster, D Schiefeneder Archive for Rational Mechanics and Analysis 210, 321-364, 2013	40	2013
The fermionic projector in a time-dependent external potential: Mass oscillation property and Hadamard states F Finster, S Murro, C Röken Journal of Mathematical Physics 57 (7), 2016	38	2016
A variational principle in discrete space-time-existence of minimizers F Finster arXiv preprint math-ph/0503069, 2005	38	2005

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