Blow up and growth of solutions to a viscoelastic parabolic type Kirchhoff equation
Author:
Affiliation:
1. Dicle University, Department of Mathematics, Diyarbakır, Turkey
Abstract
Publisher
National Library of Serbia
Subject
General Mathematics
Reference27 articles.
1. Q. Hu, L. Qi, H. Zhang, Blowup of solution for a reaction diffusion equation with memory and multiple nonlinearities, Journal of Advances in Mathematics 6(3) (2014) 1050-1055.
2. L. X. Truong, Y N. Van, On a class of nonlinear heat equations with viscoelastic term, Computers and Mathematics with Applications 72 (2016) 216-232.
3. L. X. Truong, Y N. Van, Exponential growth with Lp-norm of solutions for nonlinear heat equations with viscoelastic term, Applied Mathematics and Computation 273 (2016) 656-663.
4. J. Dang, Q. Hu, S. Xia, H. Zhang, Exponential growth of solution for a class of reaction diffusion equation with memory and multiple nonlinearities, Research in Applied Mathematics 1, Article ID 101258 (2017) 1-9.
5. E. Pişkin, F. Ekinci, Qualitative analysis of solutions for a Kirchhoff-type parabolic equation with multiple nonlinearities, Hacettepe Journal of Mathematics and Statistics 50(2) (2021) 397-413.
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