Add to ORKGIn this paper we present a method of construction of a parametrix for a general class of elliptic boundary value problems. Our method uses the fact that the given pseudodi®erential operator P (x; t;Dx; Dt) can be factorized as P =M¡M+ +R
Integral representations for the solution of linear elliptic partial differential equations (PDEs) c...
AbstractIn this paper we modify the usual series computation for a parametrix of an elliptic operato...
We study some discrete boundary value problems for discrete elliptic pseudo-differential equations i...
Não disponívelIn this work we give an explicit construction of parametrices for certain elliptic and...
AbstractThis paper deals with boundary value problems for a class of semielliptic pseudodifferential...
This book presents a new “factorized” formulation, for boundary value problems for linear elliptic p...
The aim of the paper is to establish a complete scale of isomorphisms for elliptic pseudodierential ...
We consider the calculation schemes in the framework of Kantorovich method that consist in the reduc...
AbstractWe construct an algebra of pseudo-differential boundary value problems that contains the cla...
305-311) for--du=,If(f(u). For the family of equations (*) Au=g(u, A) with appropriate boundary cond...
Let A(z,D) be a partial differential operator with a complex parameter z such that the corresponding...
We consider a model elliptic pseudodifferential equation in a special canonical domains of a multidi...
Key words Elliptic partial differential equations, inverse problem, factorization method, anisotropi...
The technique of space invariant embedding, applied to a second order boundary value problem de ned ...
International audienceWe present an algorithm for factoring linear differential operators with coeff...
Integral representations for the solution of linear elliptic partial differential equations (PDEs) c...
AbstractIn this paper we modify the usual series computation for a parametrix of an elliptic operato...
We study some discrete boundary value problems for discrete elliptic pseudo-differential equations i...
Não disponívelIn this work we give an explicit construction of parametrices for certain elliptic and...
AbstractThis paper deals with boundary value problems for a class of semielliptic pseudodifferential...
This book presents a new “factorized” formulation, for boundary value problems for linear elliptic p...
The aim of the paper is to establish a complete scale of isomorphisms for elliptic pseudodierential ...
We consider the calculation schemes in the framework of Kantorovich method that consist in the reduc...
AbstractWe construct an algebra of pseudo-differential boundary value problems that contains the cla...
305-311) for--du=,If(f(u). For the family of equations (*) Au=g(u, A) with appropriate boundary cond...
Let A(z,D) be a partial differential operator with a complex parameter z such that the corresponding...
We consider a model elliptic pseudodifferential equation in a special canonical domains of a multidi...
Key words Elliptic partial differential equations, inverse problem, factorization method, anisotropi...
The technique of space invariant embedding, applied to a second order boundary value problem de ned ...
International audienceWe present an algorithm for factoring linear differential operators with coeff...
Integral representations for the solution of linear elliptic partial differential equations (PDEs) c...
AbstractIn this paper we modify the usual series computation for a parametrix of an elliptic operato...
We study some discrete boundary value problems for discrete elliptic pseudo-differential equations i...