Add to ORKGWe introduce the notion of a functional Fourier transformation in bosonic p-adic and Euclidean models of statistical physics. We prove a commutation relation between the Fourier transformation and the Wilson renormalization group transformation and discuss the similarity of renormalization group formalisms in p-adic and Euclidean models. © 2013 Pleiades Publishing, Ltd
In this paper we apply the Functional Renormalization Group Equation (FRGE) to the noncommutative sc...
In this short note on my talk I want to point out the mathematical difficulties that arise in the st...
A paraitre dans Inventiones MathematicaeWe give a systematic description of a canonical renormalisat...
We introduce the notion of a functional Fourier transformation in bosonic p-adic and Euclidean model...
This book, written by well-known experts in the field, offers a concise summary of one of the latest...
This thesis is, broadly speaking, on the subject of the Renormalization Group (RG), that is, the sys...
textIn this thesis, we apply the ideas of the renormalization group to two different areas of physi...
We define fractional-dimensional p-adic Feynman amplitudes and construct a dimensional renormalizati...
p-adic ψ4-theory and its discrete hierarchical version are related by integral functional equation. ...
Functional renormalization group equations are analytically continued from imaginary Matsubara frequ...
AbstractFinite temperature Euclidean two-point functions in quantum mechanics or quantum field theor...
We study the 2N-component fermionic model on a hierarchical lattice and give explicit formulas for t...
This thesis would not have been possible without the support of many people throughout the years of ...
We show how the use of standard perturbative RG in dimensional regularization allows for a renormali...
This chapter confronts renormalization used in quantum field theory and that used in critical phenom...
In this paper we apply the Functional Renormalization Group Equation (FRGE) to the noncommutative sc...
In this short note on my talk I want to point out the mathematical difficulties that arise in the st...
A paraitre dans Inventiones MathematicaeWe give a systematic description of a canonical renormalisat...
We introduce the notion of a functional Fourier transformation in bosonic p-adic and Euclidean model...
This book, written by well-known experts in the field, offers a concise summary of one of the latest...
This thesis is, broadly speaking, on the subject of the Renormalization Group (RG), that is, the sys...
textIn this thesis, we apply the ideas of the renormalization group to two different areas of physi...
We define fractional-dimensional p-adic Feynman amplitudes and construct a dimensional renormalizati...
p-adic ψ4-theory and its discrete hierarchical version are related by integral functional equation. ...
Functional renormalization group equations are analytically continued from imaginary Matsubara frequ...
AbstractFinite temperature Euclidean two-point functions in quantum mechanics or quantum field theor...
We study the 2N-component fermionic model on a hierarchical lattice and give explicit formulas for t...
This thesis would not have been possible without the support of many people throughout the years of ...
We show how the use of standard perturbative RG in dimensional regularization allows for a renormali...
This chapter confronts renormalization used in quantum field theory and that used in critical phenom...
In this paper we apply the Functional Renormalization Group Equation (FRGE) to the noncommutative sc...
In this short note on my talk I want to point out the mathematical difficulties that arise in the st...
A paraitre dans Inventiones MathematicaeWe give a systematic description of a canonical renormalisat...