Branching processes and neutron transport equations represent two interconnected yet distinct areas that lie at the interface of probability theory, statistical physics and applied mathematics.

In this paper, the numerical approximation of a nonlinear diffusion equation arising in contaminant transport is studied. The equation is characterized by advection, diffusion, and adsorption.

This is a preview. Log in through your library . Abstract Let pn be a polynomial of degree n having all its roots on the real line distributed according to a smooth function u(0, x). One could wonder ...