A FINITE VOLUME SCHEME FOR A NONCOERCIVE ELLIPTIC EQUATION WITH MEASURE DATA.

We show here the convergence of the finite volume approximate solutions of a convection-diffusion equation to a weak solution, without the usual coercitivity assumption on the elliptic operator and with weak regularity assumptions on the data. Numerical experiments are performed to obtain some rates of convergence in two and three space dimensions. [ABSTRACT FROM AUTHOR]