Add to ORKGThe normalization of the states of the fermionic projector is analyzed. By considering the system in finite 4-volume and taking the infinite volume limit, it is made precise what "idempotence" of the fermionic projector means. It is shown that for each fermionic state, the probability integral has a well-defined infinite volume limit
We give a non-perturbative construction of the fermionic projector in Minkowski space coupled to a t...
It is shown that, in d-dimensional systems, the vertex corrections beyond the random phase approxima...
Results are presented from a Monte Carlo simulation of the Nambu -- Jona-Lasinio model with SU(2)xSU...
The normalization of the states of the fermionic projector is analyzed. By consid-ering the system i...
The causal perturbation expansion of the fermionic projector is per- formed with a contour integral ...
Perturbative description of the fermionic projector: normalization, causality and Furry’s theorem b
The principle of the fermionic projector in the continuum gives an indication that there might be a ...
We give a microscopic derivation of perturbative quantum field theory, taking causal fermion systems...
Level density ρ (E, Q) is derived within the micro-macroscopic approximation (MMA) for a system of s...
We give a functional analytic construction of the fermionic projector on a globally hyperbolic Loren...
We study the dependence of the of microstates number (for free fermions-bosons) as a function of the...
Fermion gas at low temperature At low temperature the identical, noninteracting fermion average occu...
The "principle of the fermionic projector" provides a new mathematical framework for the formulation...
I review the properties of the three-dimensional Gross-Neveu model formulated with non-zero chemical...
Classical statistical mechanics has long relied on assumptions such as the equipartition theorem to ...
We give a non-perturbative construction of the fermionic projector in Minkowski space coupled to a t...
It is shown that, in d-dimensional systems, the vertex corrections beyond the random phase approxima...
Results are presented from a Monte Carlo simulation of the Nambu -- Jona-Lasinio model with SU(2)xSU...
The normalization of the states of the fermionic projector is analyzed. By consid-ering the system i...
The causal perturbation expansion of the fermionic projector is per- formed with a contour integral ...
Perturbative description of the fermionic projector: normalization, causality and Furry’s theorem b
The principle of the fermionic projector in the continuum gives an indication that there might be a ...
We give a microscopic derivation of perturbative quantum field theory, taking causal fermion systems...
Level density ρ (E, Q) is derived within the micro-macroscopic approximation (MMA) for a system of s...
We give a functional analytic construction of the fermionic projector on a globally hyperbolic Loren...
We study the dependence of the of microstates number (for free fermions-bosons) as a function of the...
Fermion gas at low temperature At low temperature the identical, noninteracting fermion average occu...
The "principle of the fermionic projector" provides a new mathematical framework for the formulation...
I review the properties of the three-dimensional Gross-Neveu model formulated with non-zero chemical...
Classical statistical mechanics has long relied on assumptions such as the equipartition theorem to ...
We give a non-perturbative construction of the fermionic projector in Minkowski space coupled to a t...
It is shown that, in d-dimensional systems, the vertex corrections beyond the random phase approxima...
Results are presented from a Monte Carlo simulation of the Nambu -- Jona-Lasinio model with SU(2)xSU...