On a random scaled porous media equation
The authors consider a deterministic nonlinear partial differential equation with random coefficients, which is a result of a random transformation of a stochastic porous media equation. It is shown that this transformed equation is well-posed in \(L^{\infty}\), and in the fast diffusion case existence in \(L^{p}\) is proven as well.
scientific article; zbMATH DE number 5955721
scientific article