summary:The methods of arbitrarily high orders of accuracy for the solution of an abstract ordinary differential equation are studied. The right-hand side of the differential equation under investigation contains an unbounded operator which is an infinitesimal generator of a strongly continuous semigroup of operators. Necessary and sufficient conditions are found for a rational function to approximate the given semigroup with high accuracy
Neste trabalho, apresentamos uma introdução à Teoria de semigrupos analíticos de operadores lineare...
summary:Sufficient conditions for the existence of solutions to boundary value problems with a Carat...
We investigate the boundedness of the H$^\infty$-calculus by estimating the bound b(ε) of the mappin...
summary:The methods of arbitrarily high orders of accuracy for the solution of an abstract ordinary ...
Abstract. The methods of arbitrarily high orders of accuracy for the solution of an ab-stract ordina...
summary:Recently, we have developed the necessary and sufficient conditions under which a rational f...
AbstractThe spectral theory for unbounded normal operators is used to develop a systematic method of...
This paper contains two new characterizations of generators of analytic semigroups of linear operato...
summary:Algorithms for finding an approximate solution of boundary value problems for systems of fun...
AbstractLetAbe a closed linear operator on a complex Banach spaceXand let λ∈ϱ(A) be a fixed element ...
This paper introduces stabilization techniques for intrinsically unstable, high accuracy rational ap...
AbstractThis paper introduces stabilization techniques for intrinsically unstable, high accuracy rat...
AbstractWe consider linear unbounded operators, B, on a Banach space, X, whose spectrum is contained...
This book presents new accurate and efficient exponentially convergent methods for abstract differen...
1992 / 1-2. szám Szabó Gy.: F-Orthogonally additive mappings. II Erdős L.: On some probl...
Neste trabalho, apresentamos uma introdução à Teoria de semigrupos analíticos de operadores lineare...
summary:Sufficient conditions for the existence of solutions to boundary value problems with a Carat...
We investigate the boundedness of the H$^\infty$-calculus by estimating the bound b(ε) of the mappin...
summary:The methods of arbitrarily high orders of accuracy for the solution of an abstract ordinary ...
Abstract. The methods of arbitrarily high orders of accuracy for the solution of an ab-stract ordina...
summary:Recently, we have developed the necessary and sufficient conditions under which a rational f...
AbstractThe spectral theory for unbounded normal operators is used to develop a systematic method of...
This paper contains two new characterizations of generators of analytic semigroups of linear operato...
summary:Algorithms for finding an approximate solution of boundary value problems for systems of fun...
AbstractLetAbe a closed linear operator on a complex Banach spaceXand let λ∈ϱ(A) be a fixed element ...
This paper introduces stabilization techniques for intrinsically unstable, high accuracy rational ap...
AbstractThis paper introduces stabilization techniques for intrinsically unstable, high accuracy rat...
AbstractWe consider linear unbounded operators, B, on a Banach space, X, whose spectrum is contained...
This book presents new accurate and efficient exponentially convergent methods for abstract differen...
1992 / 1-2. szám Szabó Gy.: F-Orthogonally additive mappings. II Erdős L.: On some probl...
Neste trabalho, apresentamos uma introdução à Teoria de semigrupos analíticos de operadores lineare...
summary:Sufficient conditions for the existence of solutions to boundary value problems with a Carat...
We investigate the boundedness of the H$^\infty$-calculus by estimating the bound b(ε) of the mappin...