Dilations of commuting C0-semigroups with bounded generators and the von Neumann polynomial inequality
R Dahya - Journal of Mathematical Analysis and Applications, 2023 - Elsevier
Consider d commuting C 0-semigroups (or equivalently: d-parameter C 0-semigroups) over
a Hilbert space for d∈ N. In the literature (cf.[31],[27],[28],[24],[18],[26]), conditions are …
a Hilbert space for d∈ N. In the literature (cf.[31],[27],[28],[24],[18],[26]), conditions are …
Dilations of commuting -semigroups with bounded generators and the von Neumann polynomial inequality
R Dahya - arXiv e-prints, 2022 - ui.adsabs.harvard.edu
Abstract Consider $ d $ commuting $ C_ {0} $-semigroups (or equivalently: $ d $-parameter
$ C_ {0} $-semigroups) over a Hilbert space for $ d\in\mathbb {N} $. In the literature (\textit …
$ C_ {0} $-semigroups) over a Hilbert space for $ d\in\mathbb {N} $. In the literature (\textit …
Dilations of commuting -semigroups with bounded generators and the von Neumann polynomial inequality
R Dahya - arXiv preprint arXiv:2210.02353, 2022 - arxiv.org
Consider $ d $ commuting $ C_ {0} $-semigroups (or equivalently: $ d $-parameter $ C_ {0}
$-semigroups) over a Hilbert space for $ d\in\mathbb {N} $. In the literature (\textit {cf.}[29, 26 …
$-semigroups) over a Hilbert space for $ d\in\mathbb {N} $. In the literature (\textit {cf.}[29, 26 …