Add to ORKGIn this paper we develop a new method to determine the essential spectrum of coupled systems of singular differential equations. Applications to problems from magnetohydrodynamics and astrophysics are given
The essential spectrum of singular matrix differential operator determined by the operator matrix (-...
The characteristic spectrum of the tangent map of a differential system is determined by using quali...
The equations of ideal magnetohydrodynamics (MHD) with an external gravitational potential—a ‘‘magne...
In this paper we develop a new method to determine the essential spectrum of coupled systems of sing...
AbstractAn operator theoretic framework is developed to determine the essential spectra of diagonal ...
An operator theoretic framework is developed to determine the essential spectra of diagonal dominant...
The new asymptotic formulae for fundamental system of solving differential equations on base of whic...
It is proven that the essential spectrum of any self-adjoint operator associated with the matrix dif...
The authors consider stability problems arising in fluids, plasmas and stellar systems that contain ...
Lund University, May 23–25, 2002 It is proven that the essential spectrum of any self-adjoint operat...
We propose an extension of the concept of Fučík spectrum to the case of coupled systems of two ellip...
A continuation approach to the computation of essential and absolute spectra of differential operato...
A new method of systematically constructing the full structure of the complex magnetohydrodynamic sp...
AbstractThis paper is concerned with continuous and discrete linear skew-product dynamical systems i...
We propose an extension of the concept of Fučík spectrum to the case of coupled systems of two ellip...
The essential spectrum of singular matrix differential operator determined by the operator matrix (-...
The characteristic spectrum of the tangent map of a differential system is determined by using quali...
The equations of ideal magnetohydrodynamics (MHD) with an external gravitational potential—a ‘‘magne...
In this paper we develop a new method to determine the essential spectrum of coupled systems of sing...
AbstractAn operator theoretic framework is developed to determine the essential spectra of diagonal ...
An operator theoretic framework is developed to determine the essential spectra of diagonal dominant...
The new asymptotic formulae for fundamental system of solving differential equations on base of whic...
It is proven that the essential spectrum of any self-adjoint operator associated with the matrix dif...
The authors consider stability problems arising in fluids, plasmas and stellar systems that contain ...
Lund University, May 23–25, 2002 It is proven that the essential spectrum of any self-adjoint operat...
We propose an extension of the concept of Fučík spectrum to the case of coupled systems of two ellip...
A continuation approach to the computation of essential and absolute spectra of differential operato...
A new method of systematically constructing the full structure of the complex magnetohydrodynamic sp...
AbstractThis paper is concerned with continuous and discrete linear skew-product dynamical systems i...
We propose an extension of the concept of Fučík spectrum to the case of coupled systems of two ellip...
The essential spectrum of singular matrix differential operator determined by the operator matrix (-...
The characteristic spectrum of the tangent map of a differential system is determined by using quali...
The equations of ideal magnetohydrodynamics (MHD) with an external gravitational potential—a ‘‘magne...