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19922026
most citedCP2K: An Electronic Structure and Molecular Dynamics Software Package -- Quickstep: Efficient and Accurate Electronic Structure Calculations

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142 papers · 1 filter

math-ph2026

Causal Fermion Systems, Non-Commutative Geometry and Generalized Trace Dynamics

Shane Farnsworth, Felix Finster, Claudio F. Paganini +1

We compare the structures and methods in the theory of causal fermion systems with generalized trace dynamics and non-commutative geometry. Although the three theories differ on ma…

math-ph2025

A Canonical Construction of the Extended Hilbert Space for Causal Fermion Systems

Felix Finster, Patrick Fischer

It is shown that second variations of the causal action can be decomposed into a sum of three terms, two of which being positive and one being small. This gives rise to an approxim…

math-ph2025

Action-Driven Flows for Causal Variational Principles

Felix Finster, Franz Gmeineder

We introduce action-driven flows for causal variational principles, being a class of non-convex variational problems emanating from applications in fundamental physics. In the comp…

math-ph2024

Causal Fermion Systems: An Introduction to Fundamental Structures, Methods and Applications

Felix Finster, Sebastian Kindermann, Jan-Hendrik Treude

This textbook introduces the basic concepts of the theory of causal fermion systems, a recent approach to the description of fundamental physics. The theory yields quantum mechanic…

math-ph2024

Holographic Mixing and Fock Space Dynamics of Causal Fermion Systems

Claudio Dappiaggi, Felix Finster, Niky Kamran +1

A limiting case is considered in which the causal action principle for causal fermion systems describing Minkowski space gives rise to the linear Fock space dynamics of quantum ele…

math-ph2024★ 2 cited

Notions of Fermionic Entropies of a Causal Fermion System

Felix Finster, Robert H. Jonsson, Magdalena Lottner +2

The fermionic von Neumann entropy, the fermionic entanglement entropy and the fermionic relative entropy are defined for causal fermion systems. Our definition makes use of entropy…