Asymptotic behavior for solutions of parabolic equations with natural growth terms and irregular data
Tommaso Leonori, Francesco Petitta · Asymptotic Analysis · 2006
In this paper we deal with the asymptotic behavior of solution for quasilinear parabolic equations with absorbing lower-order terms whose model is [Formula: see text] with L 1 data that do not depend on time. The main result states that, under suitable assumptions, the solution of the parabolic problem converges to the stationary solution.