Add to ORKGWe revise the strong convergent Chernoff product formula and extend it, in a Hilbert space, to convergence in the operator-norm topology. Main results deal with the self-adjoint Chernoff product formula. The nonself-adjoint case concerns the quasi-sectorial contractions
AbstractA special case of our main theorem, when combined with a known result of Brezis and Pazy, sh...
International audienceWe give a review of results on the operator-norm convergence of the Trotter pr...
An extension of Chernoff's product formula for one-parameter functions taking values in the space of...
We revise the strong convergent Chernoff product formula and extend it, in a Hilbert space, to conve...
The purpose of the present notes is to examine the following issues related to the the Chernoff esti...
The purpose of the present notes is to examine the following issues related to the the Chernoff esti...
The paper improves approximation theory based on the Trotter–Kato product formulae. For self-adjoint...
AbstractWe extend the Chernoff theory of approximation of contraction semigroups à la Trotter. We sh...
The operator-norm convergence of the Trotter product formula has been proved since 1990 with differe...
For any nonnegative self-adjoint operators A and B in a separable Hilbert space, the Trotter-type fo...
ArticleIn this article we provide a set of sufficient conditions that allow a natural extension of C...
AbstractWe extend the Trotter–Kato–Chernoff theory of strong approximation of C0 semigroups on Banac...
AbstractLet A and B be non-negative self-adjoint operators in a Hilbert space such that their densel...
Let H(n) be a monotone sequence of non-negative self-adjoint operators or relations in a Hilbert spa...
In this paper we collect results concerning the {operator-norm} convergent {Trotter} product formula...
AbstractA special case of our main theorem, when combined with a known result of Brezis and Pazy, sh...
International audienceWe give a review of results on the operator-norm convergence of the Trotter pr...
An extension of Chernoff's product formula for one-parameter functions taking values in the space of...
We revise the strong convergent Chernoff product formula and extend it, in a Hilbert space, to conve...
The purpose of the present notes is to examine the following issues related to the the Chernoff esti...
The purpose of the present notes is to examine the following issues related to the the Chernoff esti...
The paper improves approximation theory based on the Trotter–Kato product formulae. For self-adjoint...
AbstractWe extend the Chernoff theory of approximation of contraction semigroups à la Trotter. We sh...
The operator-norm convergence of the Trotter product formula has been proved since 1990 with differe...
For any nonnegative self-adjoint operators A and B in a separable Hilbert space, the Trotter-type fo...
ArticleIn this article we provide a set of sufficient conditions that allow a natural extension of C...
AbstractWe extend the Trotter–Kato–Chernoff theory of strong approximation of C0 semigroups on Banac...
AbstractLet A and B be non-negative self-adjoint operators in a Hilbert space such that their densel...
Let H(n) be a monotone sequence of non-negative self-adjoint operators or relations in a Hilbert spa...
In this paper we collect results concerning the {operator-norm} convergent {Trotter} product formula...
AbstractA special case of our main theorem, when combined with a known result of Brezis and Pazy, sh...
International audienceWe give a review of results on the operator-norm convergence of the Trotter pr...
An extension of Chernoff's product formula for one-parameter functions taking values in the space of...