Title: Quantitative stability for quasilinear parabolic equations(starts 9.00 sharp)
Abstract: For a large class of partial differential equations, basic stability results ensure that solutions of a perturbed or regularized version of the equation converge to the solution of the original one. This qualitative convergence is known but there are very few results about the rate of this convergence. I will present convergence rate results from our upcoming paper that holds for a large class of parabolic equations including the normalized and usual p-parabolic equation. Based on joint work with Qing Liu.
