We start by discussing some theoretical issues of renormalization group transformations and Monte Carlo renormalization group technique. A method to compute the anomalous dimension is proposed and investigated. As an application, we find excellent values for critical exponents in $\lambda coupling expansions, used to compute the critical couplings of the canonical surface, are also briefly discussed
The Renormalization group method (RG) is applied to the investigation of the E model of critical dyn...
International audienceOne aim of the study of critical phenomena is the calculation of the exponents...
We present a recently introduced real space renormalization group (RG) approach to the study of surf...
We renormalize six dimensional phi^3 theory in the modified minimal subtraction (MSbar) scheme at fo...
We argue that microcanonical Monte Carlo techniques can provide direct information on the values of ...
We have studied a class of dynamical models exhibiting self-organized criticality, which have recent...
We study a renormalized coupling g and mass m in four dimensional phi^4 theory on tori with finite s...
Subdivergences constitute a major obstacle to the evaluation of Feynman integrals and an expression ...
Density matrix renormalization group (DMRG) is applied to a (1+1)-dimensional $\lambda\phi^4$ model....
We consider the O(N)-symmetric phi(4) theory in two and three dimensions and determine the nonpertur...
Wilson's renormalization group equations are introduced and investigated in the framework of perturb...
International audienceRenormalization group (RG) and resummation techniques have been used in N-comp...
4 pages, 3 figuresOn the example of the three-dimensional Ising model, we show that nonperturbative ...
With the help of variational perturbation theory we continue the renormalization constants of f 4-th...
The RG expansions for renormalized coupling constants g_6 and g_8 of the 3D n-vector model are calcu...
The Renormalization group method (RG) is applied to the investigation of the E model of critical dyn...
International audienceOne aim of the study of critical phenomena is the calculation of the exponents...
We present a recently introduced real space renormalization group (RG) approach to the study of surf...
We renormalize six dimensional phi^3 theory in the modified minimal subtraction (MSbar) scheme at fo...
We argue that microcanonical Monte Carlo techniques can provide direct information on the values of ...
We have studied a class of dynamical models exhibiting self-organized criticality, which have recent...
We study a renormalized coupling g and mass m in four dimensional phi^4 theory on tori with finite s...
Subdivergences constitute a major obstacle to the evaluation of Feynman integrals and an expression ...
Density matrix renormalization group (DMRG) is applied to a (1+1)-dimensional $\lambda\phi^4$ model....
We consider the O(N)-symmetric phi(4) theory in two and three dimensions and determine the nonpertur...
Wilson's renormalization group equations are introduced and investigated in the framework of perturb...
International audienceRenormalization group (RG) and resummation techniques have been used in N-comp...
4 pages, 3 figuresOn the example of the three-dimensional Ising model, we show that nonperturbative ...
With the help of variational perturbation theory we continue the renormalization constants of f 4-th...
The RG expansions for renormalized coupling constants g_6 and g_8 of the 3D n-vector model are calcu...
The Renormalization group method (RG) is applied to the investigation of the E model of critical dyn...
International audienceOne aim of the study of critical phenomena is the calculation of the exponents...
We present a recently introduced real space renormalization group (RG) approach to the study of surf...