AbstractTo each maximal commuting subalgebra h of glm(C)is associated a system of differential difference equations, generalizing several known systems. Starting from a Grassmann manifold, solutions are constructed, their properties are discussed and the relation with other systems is given. Finally it is shown how to express these solutions in τ-functions
This volume contains papers based on some of the talks given at the NSF-CBMS conference on 'The Geom...
One considers a general difference equation in a multidimensional space with continuous coefficients...
Differential-difference operators are linear operators involving both d/dz and the shift z ↦ z + 1 (...
To each maximal commuting subalgebra h of glm(C) is associated a system of differential difference e...
AbstractTo each maximal commuting subalgebra h of glm(C)is associated a system of differential diffe...
The existence of Lax pairs associated to the Painlev\'e equations gives rise to a natural interpreta...
We introduce the notion of difference equation defined on a structured set. The symmetry group of th...
summary:In this paper linear difference equations with several independent variables are considered,...
We use a modification of the parameterization method to study invariant manifolds for difference equ...
We introduce A-hypergeometric differential-difference equation HA and prove that its holonomic rank ...
Abstract: We propose a variant of difference potentials construction for general systems o...
A solution of a differential system can be interpreted as a maximal submanifold determined by the Ca...
It is shown how to define difference equations on particular lattices {x(n)}, n is an element of Z, ...
A solution of a differential system can be interpreted as a maximal submanifold determined by the Ca...
In this paper we establish sufficient conditions for the existence of an asymptotic integral manifol...
This volume contains papers based on some of the talks given at the NSF-CBMS conference on 'The Geom...
One considers a general difference equation in a multidimensional space with continuous coefficients...
Differential-difference operators are linear operators involving both d/dz and the shift z ↦ z + 1 (...
To each maximal commuting subalgebra h of glm(C) is associated a system of differential difference e...
AbstractTo each maximal commuting subalgebra h of glm(C)is associated a system of differential diffe...
The existence of Lax pairs associated to the Painlev\'e equations gives rise to a natural interpreta...
We introduce the notion of difference equation defined on a structured set. The symmetry group of th...
summary:In this paper linear difference equations with several independent variables are considered,...
We use a modification of the parameterization method to study invariant manifolds for difference equ...
We introduce A-hypergeometric differential-difference equation HA and prove that its holonomic rank ...
Abstract: We propose a variant of difference potentials construction for general systems o...
A solution of a differential system can be interpreted as a maximal submanifold determined by the Ca...
It is shown how to define difference equations on particular lattices {x(n)}, n is an element of Z, ...
A solution of a differential system can be interpreted as a maximal submanifold determined by the Ca...
In this paper we establish sufficient conditions for the existence of an asymptotic integral manifol...
This volume contains papers based on some of the talks given at the NSF-CBMS conference on 'The Geom...
One considers a general difference equation in a multidimensional space with continuous coefficients...
Differential-difference operators are linear operators involving both d/dz and the shift z ↦ z + 1 (...
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