In this work we continue our research on nonharmonic analysis of boundary value problems as initiated in [RT16]. There, we assumed that the eigen- functions of the model operator on which the construction is based do not have zeros. In this paper we have weakened this condition extending the applicability of the developed pseudo-di erential analysis. Also, we do not assume that the underlying set is bounded
We study a nontypical eigenvalue problem in a bounded domain from the Euclidian space $\mathbb{R}^2$...
In this study, we proved the simplicity of eigenvalues and obtained asymptotic formulas for eigenval...
In this article the uniqueness of the solution of Dirichlet boundary value problem for quasiharmonic...
In this work we continue our research on nonharmonic analysis of boundary value problems as initiate...
In this work we continue our research on nonharmonic analysis of boundary value problems as initiate...
In this work we continue our research on nonharmonic analysis of boundary value problems as initiate...
In this paper, we develop the global symbolic calculus of pseudo-differential operators generated by...
In this paper, we develop the global symbolic calculus of pseudo-differential operators generated by...
In this paper, we develop the global symbolic calculus of pseudo-differential operators generated by...
We describe a new algebra of boundary value problems which contains Lopatinskii elliptic as well as ...
We use Operator Ideals Theory and Gershgorin theory to obtain explicit information in terms of the s...
AbstractWe construct an algebra of pseudo-differential boundary value problems that contains the cla...
ABSTRACT. A new nonuniform nonresonant result at the rst eigenvalue is presented for the boundary va...
none4siWe consider a boundary value problem for elliptic differential equations in non-commutative c...
Pseudo-differential operators and -toroidal symbols generated by a non-local boundary value problem ...
We study a nontypical eigenvalue problem in a bounded domain from the Euclidian space $\mathbb{R}^2$...
In this study, we proved the simplicity of eigenvalues and obtained asymptotic formulas for eigenval...
In this article the uniqueness of the solution of Dirichlet boundary value problem for quasiharmonic...
In this work we continue our research on nonharmonic analysis of boundary value problems as initiate...
In this work we continue our research on nonharmonic analysis of boundary value problems as initiate...
In this work we continue our research on nonharmonic analysis of boundary value problems as initiate...
In this paper, we develop the global symbolic calculus of pseudo-differential operators generated by...
In this paper, we develop the global symbolic calculus of pseudo-differential operators generated by...
In this paper, we develop the global symbolic calculus of pseudo-differential operators generated by...
We describe a new algebra of boundary value problems which contains Lopatinskii elliptic as well as ...
We use Operator Ideals Theory and Gershgorin theory to obtain explicit information in terms of the s...
AbstractWe construct an algebra of pseudo-differential boundary value problems that contains the cla...
ABSTRACT. A new nonuniform nonresonant result at the rst eigenvalue is presented for the boundary va...
none4siWe consider a boundary value problem for elliptic differential equations in non-commutative c...
Pseudo-differential operators and -toroidal symbols generated by a non-local boundary value problem ...
We study a nontypical eigenvalue problem in a bounded domain from the Euclidian space $\mathbb{R}^2$...
In this study, we proved the simplicity of eigenvalues and obtained asymptotic formulas for eigenval...
In this article the uniqueness of the solution of Dirichlet boundary value problem for quasiharmonic...