Hendrik Vogt

activity

20172019

most citedHolomorphic families of forms, operators and

C_{0}

-semigroups

5 citations · 5 across the 2 of their papers we have counts for

collaborators

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4 papers · 1 filter

math.FA2019

On Hausdorff measure and an inequality due to Maz'ya

Hendrik Vogt, Jürgen Voigt

We give an "elementary" proof of an inequality due to Maz'ya. As a prerequisite we prove an approximation property for the Hausdorff measure. We also comment on the relations betwe…

math.FA2018

Increasing sequences of sectorial forms

Hendrik Vogt, Jürgen Voigt

We prove convergence results for `increasing' sequences of sectorial forms. We treat both the case of closed forms and the case of non-closable forms.

math.FA2018

A note on perturbations of $C_{0}$ -semigroups

Christian Seifert, Hendrik Vogt, Marcus Waurick

This article deals with a variation of constants type inequality for semigroups acting consistently on a scale of Banach spaces. This inequality can be characterized by a correspon…

math.FA2017★ 5 cited

Holomorphic families of forms, operators and $C_{0}$ -semigroups

Hendrik Vogt, Jürgen Voigt

If $z \mapsto a_{z}$ is a holomorphic function with values in the sectorial forms in a Hilbert space, then the associated operator valued function $z \mapsto A_{z}$ is resolvent holomorp…

On Hausdorff measure and an inequality due to Maz'ya

Increasing sequences of sectorial forms

A note on perturbations of C0​-semigroups

Holomorphic families of forms, operators and C0​-semigroups

A note on perturbations of $C_{0}$ -semigroups

Holomorphic families of forms, operators and $C_{0}$ -semigroups