The differential real space renormalization method, recently introduced by Hillhorst et al., is applied to the linear Ising chain. It is shown that chains with spatially homogeneous as well as inhomogeneous or quenched random interactions can be treated. For the first two cases the free energy is computed by renormalization. The discussion includes also the case with a magnetic field, higher order interactions and the behavior of correlation functions under renormalization
We apply a Position Space Renormalization Group approach to the Ising Hamiltonian in a square lattic...
Recently, a novel real-space renormalization group (RG) algorithm was introduced. By maximizing an i...
Renorma1ization-group methods have been applied in the study of quenched random magnetic systems in...
The differential real space renormalization theory of Hilhorst et al. is applied to Ising models on ...
This dissertation involves the renormalization group theory and its application to two systems exhib...
Here the authors apply a small cell, real space renormalisation group technique to study the critica...
The renormalization-group analysis of correlation-function series expansions introduced by Stella et...
This paper discusses methods for the construction of approximate real space renormal-ization transfo...
We reconsider the conceptual foundations of the renormalization-group (RG) formalism, and prove some...
International audienceThe authors introduce a new real space renormalisation method which is valid n...
The tensor renormalization-group method, developed by Levin and Nave, brings systematic improvabilit...
The tensor renormalization-group method, developed by Levin and Nave, brings systematic improvabilit...
This thesis deals with the general properties of numerical Real-Space Renormalization Group methods ...
URL: http://www-spht.cea.fr/articles/T00/180 Dynamique hors équilibre de la chaîne d'Ising en champ ...
We study the one dimensional random field Ising model using a real space renormalization group appro...
We apply a Position Space Renormalization Group approach to the Ising Hamiltonian in a square lattic...
Recently, a novel real-space renormalization group (RG) algorithm was introduced. By maximizing an i...
Renorma1ization-group methods have been applied in the study of quenched random magnetic systems in...
The differential real space renormalization theory of Hilhorst et al. is applied to Ising models on ...
This dissertation involves the renormalization group theory and its application to two systems exhib...
Here the authors apply a small cell, real space renormalisation group technique to study the critica...
The renormalization-group analysis of correlation-function series expansions introduced by Stella et...
This paper discusses methods for the construction of approximate real space renormal-ization transfo...
We reconsider the conceptual foundations of the renormalization-group (RG) formalism, and prove some...
International audienceThe authors introduce a new real space renormalisation method which is valid n...
The tensor renormalization-group method, developed by Levin and Nave, brings systematic improvabilit...
The tensor renormalization-group method, developed by Levin and Nave, brings systematic improvabilit...
This thesis deals with the general properties of numerical Real-Space Renormalization Group methods ...
URL: http://www-spht.cea.fr/articles/T00/180 Dynamique hors équilibre de la chaîne d'Ising en champ ...
We study the one dimensional random field Ising model using a real space renormalization group appro...
We apply a Position Space Renormalization Group approach to the Ising Hamiltonian in a square lattic...
Recently, a novel real-space renormalization group (RG) algorithm was introduced. By maximizing an i...
Renorma1ization-group methods have been applied in the study of quenched random magnetic systems in...