Title of article
Existence, asymptotic stability and blow-up results for a variable-exponent viscoelastic double-Kirchhoff-type wave equation
Author/Authors
Shahrouzi ، Mohammad Department of Mathematics - Jahrom University , Ferreira ، Jorge Department of Exact Sciences - Federal Fluminense University , Pişkin ، Erhan Department of Mathematics - Dicle University
From page
95
To page
114
Abstract
The present study examined the behavior of solutions for a viscoelastic double-Kirchhoff-type wave equation with nonlocal degenerate damping term and variable exponent nonlinearities. Under appropriate conditions for the data and exponents, we prove the global existence, asymptotic stability, and blow up of solutions with arbitrary initial energy.
Keywords
global existence , Asymptotic stability , Blow , Up , Kirchhoff , type equation , nonlocal damping , Variable exponent
Journal title
International Journal of Nonlinear Analysis and Applications
Journal title
International Journal of Nonlinear Analysis and Applications
Record number
2773625
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