It was shown that quantum metric fluctuations smear out the singularities of Green's functions on the light cone [1], but it does not remove other ultraviolet divergences of quantum field theory. We have proved that the quantum field theory in Krein space, {\it i.e.} indefinite metric quantization, removes all divergences of quantum field theory with exception of the light cone singularity [2,3]. In this paper, it is discussed that the combination of quantum field theory in Krein space together with consideration of quantum metric fluctuations, results in quantum field theory without any divergences
In this thesis we study a way to incorporate gravity in quantum field theory, only by breaking the p...
Some of the motivations and basic properties of noncommutative field models are presented. I also co...
I study some aspects of the renormalization of quantum field theories with infinitely many couplings...
The "Krein" regularization method of quantum field theory is studied, inspired by the Krein space qu...
International audienceThe “Krein” regularization method of quantum field theory is studied, inspired...
When a nonrelativistic particle interacts with a scalar quantum field, the standard perturbation the...
All one-loop divergences of the quantized Einstein-Maxwell system are calculated, using dimensional ...
AbstractI formulate several statements demonstrating that the local metric redefinition can be used ...
The purpose of this work is to investigate the consequences of quantum gravity for the singularity p...
The relation between renormalization and short distance singular divergencies in quantum field theor...
Field theories on deformed spaces suffer from the IR/UV mixing and renormalization is generically sp...
We present a new approach to quantum general relativity based on the idea of Feynman to treat the gr...
Not available. - Invited contribution to the Modern Encyclopedia of Mathematical Physics (by Springe...
In this work we develop a re-formulation of quantum field theory through the more general weighted L...
We discuss the fate of the correspondence principle beyond quantum mechanics, specifically in quantu...
In this thesis we study a way to incorporate gravity in quantum field theory, only by breaking the p...
Some of the motivations and basic properties of noncommutative field models are presented. I also co...
I study some aspects of the renormalization of quantum field theories with infinitely many couplings...
The "Krein" regularization method of quantum field theory is studied, inspired by the Krein space qu...
International audienceThe “Krein” regularization method of quantum field theory is studied, inspired...
When a nonrelativistic particle interacts with a scalar quantum field, the standard perturbation the...
All one-loop divergences of the quantized Einstein-Maxwell system are calculated, using dimensional ...
AbstractI formulate several statements demonstrating that the local metric redefinition can be used ...
The purpose of this work is to investigate the consequences of quantum gravity for the singularity p...
The relation between renormalization and short distance singular divergencies in quantum field theor...
Field theories on deformed spaces suffer from the IR/UV mixing and renormalization is generically sp...
We present a new approach to quantum general relativity based on the idea of Feynman to treat the gr...
Not available. - Invited contribution to the Modern Encyclopedia of Mathematical Physics (by Springe...
In this work we develop a re-formulation of quantum field theory through the more general weighted L...
We discuss the fate of the correspondence principle beyond quantum mechanics, specifically in quantu...
In this thesis we study a way to incorporate gravity in quantum field theory, only by breaking the p...
Some of the motivations and basic properties of noncommutative field models are presented. I also co...
I study some aspects of the renormalization of quantum field theories with infinitely many couplings...