For polynomially compact pseudodifferential operators a method is developed for finding asymptotics and estimates for eigenvalues converging to thr points of essential spectrum. An application is considered for the Neumann-Poincare operator in 3D elasticit
In this paper, we consider the Schrodinger operators defined by the differential expression Lu = -De...
We consider the eigenvalue problem of the Laplacian (Neumann B.C.) in the domain which has a very th...
We consider the eigenvalue problem of the Laplacian (Neumann B.C.) in the domain which has a very th...
For polynomially compact pseudodifferential operators a method is developed for finding asymptotics ...
For polynomially compact\ua0 pseudodifferential operators a method is developed for finding the asym...
The asymptotics is found for eigenvalues of polynomially compact pseudodifferential operators of the...
We consider the Neumann-Poincar'e (double layer potential) operator in 3D elasicity on a smooth clos...
For pseudodifferential operators of Birman-Schwinger type, involving a singular measure, in the crit...
For the Neumann-Poincare operator in 3D elasticity, the location of the essential spectrum is found,...
The first results presented here concern asymptotic methods for the study of the "continuity of the ...
Asymptotic properties of the eigenvalues of the Neumann-Poincare (NP) operator in three dimensions a...
Dottorato di ricerca in matematica. 11. ciclo. A.a. 1998-99. Supervisore Cesare Parenti. Coordinator...
AbstractIn this paper we study the class of differential operators T=∑j=1kQjDj with polynomial coeff...
AbstractLet G⊂O(n) be a compact group of isometries acting on n-dimensional Euclidean space Rn, and ...
In this paper, we consider the Schrodinger operators defined by the differential expression Lu = -De...
In this paper, we consider the Schrodinger operators defined by the differential expression Lu = -De...
We consider the eigenvalue problem of the Laplacian (Neumann B.C.) in the domain which has a very th...
We consider the eigenvalue problem of the Laplacian (Neumann B.C.) in the domain which has a very th...
For polynomially compact pseudodifferential operators a method is developed for finding asymptotics ...
For polynomially compact\ua0 pseudodifferential operators a method is developed for finding the asym...
The asymptotics is found for eigenvalues of polynomially compact pseudodifferential operators of the...
We consider the Neumann-Poincar'e (double layer potential) operator in 3D elasicity on a smooth clos...
For pseudodifferential operators of Birman-Schwinger type, involving a singular measure, in the crit...
For the Neumann-Poincare operator in 3D elasticity, the location of the essential spectrum is found,...
The first results presented here concern asymptotic methods for the study of the "continuity of the ...
Asymptotic properties of the eigenvalues of the Neumann-Poincare (NP) operator in three dimensions a...
Dottorato di ricerca in matematica. 11. ciclo. A.a. 1998-99. Supervisore Cesare Parenti. Coordinator...
AbstractIn this paper we study the class of differential operators T=∑j=1kQjDj with polynomial coeff...
AbstractLet G⊂O(n) be a compact group of isometries acting on n-dimensional Euclidean space Rn, and ...
In this paper, we consider the Schrodinger operators defined by the differential expression Lu = -De...
In this paper, we consider the Schrodinger operators defined by the differential expression Lu = -De...
We consider the eigenvalue problem of the Laplacian (Neumann B.C.) in the domain which has a very th...
We consider the eigenvalue problem of the Laplacian (Neumann B.C.) in the domain which has a very th...
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