Add to ORKGSpectral theory of operators is considered in the paper aiming at the problem investigation of the basisness of root vectors and the investigation of a spectrum of operators, corresponding to a problem of the Kuett flow between two cylinders. As a result the basisness of Bari for root vectors of an operator, corresponding to a problem of the Kuett flow has been proved. The operator spectrum in the case of an asymmetric-disturbed flow has been investigated. The sufficient condition of the solution stability has been obtained. The paper results may find their field of application in hydrodynamics, spectral theory of operators, applications of functional analysis to mechanics problemsAvailable from VNTIC / VNTIC - Scientific & Technical Inform...
International audienceThe aim of this paper is to gain insight into the spectral structure of the di...
This paper deals with the calculation of the discrete approximation to the full spectrum for the tan...
A Legendre polynomial-based spectral technique is developed to be applicable to solving eigenvalue p...
Stability is a fundamental property of a solution of a system of differential equations. If the syst...
An operator theoretic framework is developed to determine the essential spectra of diagonal dominant...
AbstractAn operator theoretic framework is developed to determine the essential spectra of diagonal ...
Dedicated to the 100th anniversary of Mark Krein. Abstract. We give a short survey of an operator ap...
AbstractA normal mode instability study of a steady nondivergent flow on a rotating sphere is consid...
In the article, using the method of small perturbations, mathematical models of hydrodynamic ...
International audienceThe aim of this Note is to provide a rigorous mathematical treatment of a new ...
In the article, using the method of small perturbations, mathematical models of hydrodynamic ...
This book focuses on the constructive and practical aspects of spectral methods. It rigorously exami...
Abstract This paper considers the analysis and control of fluid flows using tools from dynamical sys...
An operator family of densely defined closed linear operators and the A partial differential operato...
The investigation in the field of functional analysis is considered in the paper aiming at the obtai...
International audienceThe aim of this paper is to gain insight into the spectral structure of the di...
This paper deals with the calculation of the discrete approximation to the full spectrum for the tan...
A Legendre polynomial-based spectral technique is developed to be applicable to solving eigenvalue p...
Stability is a fundamental property of a solution of a system of differential equations. If the syst...
An operator theoretic framework is developed to determine the essential spectra of diagonal dominant...
AbstractAn operator theoretic framework is developed to determine the essential spectra of diagonal ...
Dedicated to the 100th anniversary of Mark Krein. Abstract. We give a short survey of an operator ap...
AbstractA normal mode instability study of a steady nondivergent flow on a rotating sphere is consid...
In the article, using the method of small perturbations, mathematical models of hydrodynamic ...
International audienceThe aim of this Note is to provide a rigorous mathematical treatment of a new ...
In the article, using the method of small perturbations, mathematical models of hydrodynamic ...
This book focuses on the constructive and practical aspects of spectral methods. It rigorously exami...
Abstract This paper considers the analysis and control of fluid flows using tools from dynamical sys...
An operator family of densely defined closed linear operators and the A partial differential operato...
The investigation in the field of functional analysis is considered in the paper aiming at the obtai...
International audienceThe aim of this paper is to gain insight into the spectral structure of the di...
This paper deals with the calculation of the discrete approximation to the full spectrum for the tan...
A Legendre polynomial-based spectral technique is developed to be applicable to solving eigenvalue p...