Semi-linear structural damped waves
Marcello D'Abbicco, Michael Reissig
TL;DR
This paper investigates the global existence of small data solutions for a semi-linear structural damped wave equation, focusing on the mathematical analysis of its behavior under certain initial conditions.
Contribution
It provides new results on the existence of solutions for semi-linear structural damped wave equations with source terms.
Findings
Proves global existence under small initial data
Identifies conditions for solution stability
Extends previous results to semi-linear cases
Abstract
We study the global existence of small data solutions for Cauchy problem for the semi-linear structural damped wave equation with source term.
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