In this paper, we expand asymptotically the general representation formulae for (C0) m-parameter operator semigroups. When we consider special semigroups, our results yield the asymptotic expansions for multivariate Feller operators. In particular, the asymptotic expansions for univariate and multivariate Bernstein operators are reobtained. See the related examples at the end. © 1995, Taylor & Francis Group, LLC. All rights reserved
One can associate asymptotic approximates G∞ and H∞ with each nilpotent Lie group G and pure m-th or...
An operator form of asymptotic expansions for Markov chains is established. Coefficients are given e...
This thesis is concerned with extensions and refinements of the Katznelson-Tzafriri theorem, a corne...
In this paper, we expand asymptotically the general representation formulae for (C0) m-parameter ope...
In this paper, we determine the saturation order and the trivial class for some representation formu...
AbstractThe purpose of this paper is to study the approximation of functions in m variables and its ...
AbstractWe establish complete asymptotic expansions in terms of certain differential operators for t...
AbstractIn this paper, we determine the saturation order and the trivial class for some representati...
The theory of one parameter semigroups of bounded linear operators on Banach spaces has deep and far...
AbstractIn this paper, we study the asymptotic expansion of the partial derivatives of a sequence of...
This thesis is concerned with the quantified asymptotic theory of operator semigroups and its applic...
We deepen the study of a sequence (C_n )_{n≧1} of positive linear operators, first introduced in [4]...
The goal of this note is to introduce new classes of operator ideals, and, moreover, a new way of co...
This paper is concerned with asymptotic formulae for sequences of positive linear operators acting ...
Abstract. One can associate asymptotic approximates G ∞ and H ∞ with each nilpotent Lie group G and ...
One can associate asymptotic approximates G∞ and H∞ with each nilpotent Lie group G and pure m-th or...
An operator form of asymptotic expansions for Markov chains is established. Coefficients are given e...
This thesis is concerned with extensions and refinements of the Katznelson-Tzafriri theorem, a corne...
In this paper, we expand asymptotically the general representation formulae for (C0) m-parameter ope...
In this paper, we determine the saturation order and the trivial class for some representation formu...
AbstractThe purpose of this paper is to study the approximation of functions in m variables and its ...
AbstractWe establish complete asymptotic expansions in terms of certain differential operators for t...
AbstractIn this paper, we determine the saturation order and the trivial class for some representati...
The theory of one parameter semigroups of bounded linear operators on Banach spaces has deep and far...
AbstractIn this paper, we study the asymptotic expansion of the partial derivatives of a sequence of...
This thesis is concerned with the quantified asymptotic theory of operator semigroups and its applic...
We deepen the study of a sequence (C_n )_{n≧1} of positive linear operators, first introduced in [4]...
The goal of this note is to introduce new classes of operator ideals, and, moreover, a new way of co...
This paper is concerned with asymptotic formulae for sequences of positive linear operators acting ...
Abstract. One can associate asymptotic approximates G ∞ and H ∞ with each nilpotent Lie group G and ...
One can associate asymptotic approximates G∞ and H∞ with each nilpotent Lie group G and pure m-th or...
An operator form of asymptotic expansions for Markov chains is established. Coefficients are given e...
This thesis is concerned with extensions and refinements of the Katznelson-Tzafriri theorem, a corne...