Asymptotics for a parabolic problem of Kirchhoff type with singular critical exponential nonlinearity

Abstract

AbstractThe main objective of this paper is to characterize stable sets based on the asymptotic behavior of solutions as goes to infinity for the following class of parabolic Kirchhoff equations: where is a bounded domain with a Lipschitz boundary, , , , , , and is the fractional ‐Laplacian operator, .