Blow up and decay of solutions for a Klein-Gordon equation with delay and variable exponents

Yüksekkaya, HazalPişkin, Erhan2024-04-242024-04-242023Yüksekkaya, H. ve Pişkin, E. (2023). Blow up and decay of solutions for a Klein-Gordon equation with delay and variable exponents. Mathematics and Computer Science, 1, 21-44.97811198798319781119879671https://hdl.handle.net/11468/25227In this article, we deal with a Klein-Gordon equation with delay and variable exponents. Under appropriate conditions, we establish the blow up of solutions in a finite time. Also, we get the decay results utilizing the Komornik integral inequality.eninfo:eu-repo/semantics/closedAccessBlow upDecayDelay termKlein-Gordon equationVariable exponentsBlow up and decay of solutions for a Klein-Gordon equation with delay and variable exponentsBlow up and decay of solutions for a Klein-Gordon equation with delay and variable exponentsBook Chapter121442-s2.0-85168697967N/A