M. Reissig

activity

20052026

most citedSemi-linear wave equations with effective damping

90 citations · 203 across the 19 of their papers we have counts for

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Showing 2019Show all

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math.AP2019★ 1 cited

A blow-up result for semi-linear structurally damped $σ$ -evolution equations

Tuan Anh Dao, Michael Reissig

We would like to prove a blow-up result for semi-linear structurally damped $σ$ -evolution equations, where $σ \geq 1$ and $δ \in [0, σ)$ are assumed to be any fractional numbers. To de…

math.AP2019

A remark on semi-linear damped $σ$ -evolution equations with a modulus of continuity term in nonlinearity

Tuan Anh Dao, Michael Reissig

In this article, we indicate that under suitable assumptions of a modulus of continuity we obtain either the global (in time) existence of small data Sobolev solutions or the blow-…

math.AP2019

Some remarks on Blow-up of solutions to Nakao's problem

Wenhui Chen, Michael Reissig

In this note we try to understand the blow-up of solutions to Nakao's problem by using nonlinear ordinary differential inequalities.

A blow-up result for semi-linear structurally damped σ-evolution equations

A remark on semi-linear damped σ-evolution equations with a modulus of continuity term in nonlinearity

Some remarks on Blow-up of solutions to Nakao's problem

A blow-up result for semi-linear structurally damped $σ$ -evolution equations

A remark on semi-linear damped $σ$ -evolution equations with a modulus of continuity term in nonlinearity