Conditional Symmetry and Exact Solutions of a Multidimensional Diffusion Equation

Authors

  • T. A. Barannyk

Abstract

We investigate the conditional symmetry of a multidimensional nonlinear reaction–diffusion equation by its reduction to a radial equation. We construct exact solutions of this equation and infinite families of exact solutions for the corresponding one-dimensional diffusion equation.

Published

25.10.2002

Issue

Section

Short communications