SánchezGarduño, F. and Maini, P. K. and Kappos, E. (1996) A review on travelling wave solutions of onedimensional reaction diffusion equations with nonlinear diffusion term. FORMA, 11 (1). pp. 4559.
This is the latest version of this item.

PDF
216kB 
Abstract
In this paper we review the existence of different types of travelling wave solutions of degenerate nonlinear reactiondiffusion equations of the form for different densitydependent diffusion coefficients D and kinetic part g. These include the nonlinear degenerate generalized FisherKPP and the Nagumo equations. Also, we consider an equation whose diffusion coefficient changes sign as the diffusive substance increases. This describes a diffusiveaggregative process. In this case the travelling wave solutions are explored and the illposedness of two boundaryvalue problems associated with the above equation is stated.
Item Type:  Article 

Subjects:  A  C > Biology and other natural sciences 
Research Groups:  Centre for Mathematical Biology 
ID Code:  569 
Deposited By:  Philip Maini 
Deposited On:  19 Feb 2007 
Last Modified:  29 May 2015 18:24 
Available Versions of this Item

A review on travelling wave solutions of onedimensional reaction diffusion equations with nonlinear diffusion term. (deposited 07 Dec 2006)
 A review on travelling wave solutions of onedimensional reaction diffusion equations with nonlinear diffusion term. (deposited 19 Feb 2007) [Currently Displayed]
Repository Staff Only: item control page