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Felix Finster

University of Regensburg · DE
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Area of research
Nuclear and High Energy Physics · Statistical and Nonlinear Physics
Research interest
Research interests include Mathematics, Physics, Fermion, Theoretical physics, Projector, and Minkowski space.
h-index
citations
812
works
80
NIH funding
primary concept
email

Recent publications

A canonical construction of the extended Hilbert space for causal fermion systems
Journal of Mathematical Physics 2026cited by 0position: firstdoi
A canonical construction of the extended Hilbert space for causal fermion systems
Journal of Mathematical Physics 2026cited by 0position: firstdoi
Notions of Fermionic Entropies for Causal Fermion Systems
Mathematical Physics Analysis and Geometry 2025cited by 2position: firstdoi
A positive quasilocal mass for causal variational principles
Calculus of Variations and Partial Differential Equations 2025cited by 1position: firstdoi
The Fermionic entanglement entropy of causal diamonds in two-dimensional Minkowski space
Reviews in Mathematical Physics 2025cited by 0position: firstdoi
Holographic Mixing and Fock Space Dynamics of Causal Fermion Systems
Annales Henri Poincaré 2025cited by 0position: middledoi
An integral representation for the Dirac propagator in the Reissner–Nordström geometry in Eddington–Finkelstein coordinates
Letters in Mathematical Physics 2025cited by 0position: firstdoi
<!--StartFragment --><span class="cf0">Numerical analysis of the causal action principle in low dimensions</span><!--EndFragment -->
Communications in Mathematical Sciences 2025cited by 0position: firstdoi
Causal Fermion Systems
Cambridge University Press eBooks 2025cited by 0position: firstdoi
Theoretically Motivated Dark Electromagnetism as the Origin of Relativistic Modified Newtonian Dynamics
Universe 2024cited by 8position: firstdoi
Causal Fermion Systems and Octonions
Fortschritte der Physik 2024cited by 5position: firstdoi
Causal fermion systems as an effective collapse theory
Journal of Physics A Mathematical and Theoretical 2024cited by 4position: firstdoi
The Fermionic Entanglement Entropy of the Vacuum State of a Schwarzschild Black Hole Horizon
Annales Henri Poincaré 2024cited by 3position: firstdoi
Entangled quantum states of causal fermion systems and unitary group integrals
Advances in Theoretical and Mathematical Physics 2023cited by 7position: firstdoi
Causal fermion systems: Classical gravity and beyond
The Sixteenth Marcel Grossmann Meeting 2023cited by 7position: firstdoi
Construction of global solutions to the linearized field equations for causal variational principles
Methods and Applications of Analysis 2023cited by 6position: firstdoi
Modified measures as an effective theory for causal fermion systems
Classical and Quantum Gravity 2023cited by 5position: firstdoi
Solving the linearized field equations of the causal action principle in Minkowski space
Advances in Theoretical and Mathematical Physics 2023cited by 4position: firstdoi
The homogeneous causal action principle on a compact domain in momentum space
Advances in Calculus of Variations 2023cited by 2position: firstdoi
A mechanism for dark matter and dark energy in the theory of causal fermion systems
Classical and Quantum Gravity 2023cited by 2position: firstdoi
Theoretically motivated dark electromagnetism as the origin of relativistic MOND
arXiv (Cornell University) 2023cited by 1position: firstdoi
An Integral Representation for the Dirac Propagator in the Reissner-Nordström Geometry in Eddington-Finkelstein Coordinates
arXiv (Cornell University) 2023cited by 0position: firstdoi
Modified Measures as an Effective Theory for Causal Fermion Systems
arXiv (Cornell University) 2023cited by 0position: firstdoi
Incompatibility of Frequency Splitting and Spatial Localization: A Quantitative Analysis of Hegerfeldt’s Theorem
Annales Henri Poincaré 2022cited by 4position: firstdoi
Elliptic methods for solving the linearized field equations of causal variational principles
Calculus of Variations and Partial Differential Equations 2022cited by 2position: firstdoi
Linear bosonic quantum field theories arising from causal variational principles
Letters in Mathematical Physics 2022cited by 1position: middledoi
A Canonical Complex Structure and the Bosonic Signature Operator for Scalar Fields in Globally Hyperbolic Spacetimes
Annales Henri Poincaré 2022cited by 0position: firstdoi
Complex structures on jet spaces and bosonic Fock space dynamics for causal variational principles
Pure and Applied Mathematics Quarterly 2021cited by 25position: firstdoi
Banach manifold structure and infinite-dimensional analysis for causal fermion systems
Annals of Global Analysis and Geometry 2021cited by 16position: firstdoi
The linear dynamics of wave functions in causal fermion systems
Journal of Differential Equations 2021cited by 11position: firstdoi

Grants

No grants ingested yet.

Frequent collaborators

Niky Kamran · McGill University8 papers (2014–2025)J. M. Isidro · University of Regensburg7 papers (2017–2024)Claudio F. Paganini · University of Regensburg7 papers (2022–2024)Moritz Reintjes · University of California System5 papers (2015–2025) · 5 papers (2012–2020)Magdalena Lottner · University of Regensburg5 papers (2021–2025)Johannes Kleiner · University of Regensburg5 papers (2016–2024)Simone Murro · University of Regensburg5 papers (2016–2025)Christian Röken · University of Regensburg4 papers (2016–2019) · 4 papers (2013–2017)Andreas Grotz · University of Regensburg3 papers (2012–2014) · 3 papers (2019–2021) · 3 papers (2020–2025) · 3 papers (2022–2025)Daniela Schiefeneder · University of Regensburg2 papers (2012–2013)Margarita Kraus · Johannes Gutenberg University Mainz2 papers (2020–2023)Marco Oppio · University of Regensburg2 papers (2021–2022)Erik Curiel · Ludwig-Maximilians-Universität München2 papers (2020–2020) · 2 papers (2024–2024) · 2 papers (2021–2021)
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