[1]Murray J D. Mathematical Biology. 2nd edition. Springer-Verlag, 1993

[2]Li Zhengyuan, Ye Qixiao. Monotonicity of traveling wave solutions for reaction-diffusion systems and its applications. Beijing Mathematics, Part 1, 1995,1: 201-223

[3]Li Zhengyuan, Ye Qixiao. Traveling wave front solutions for reaction-diffusion systems. J Partial Differ-ential Equations, 1991,4(3): 1-14

[4]Ahmad S, Lazer A C. An elementary approach to traveling front solutions to a system of N competition-diffusion equations. Nonl Anal, 1991,16(10): 893-901

[5]Conley C, Gardner R A. An application of the generalized Morse index to traveling wave solutions of a competition-diffusion model. Indiana Univ Math J, 1984,33:319-343

[6]Gardner R A. Existence and stability of traveling wave front solutions of competition models: A Degrree Theoretic Approach. J D E, 1982,44: 343-364

[7]Zhou Li, Cai Hongcai. The existence and estimate of wave speed of traveling wave solutions of reaction-diffusion systems. J Math Phys, 1995,15: 128-134

[8]Wang M X, Xiong S L, Ye Q X. Explicit wave front solutions of Noyes-Field system for the Belousov-Zhabotinskii reaction. J Math Anal Appl, 1991,182(3)

[9]Wang Mingxing, Ye Qixiao. Traveling wave front solutions of a kind of mathematical model of three dimensions for chemical reaction. Appl Math -A Journal of Chinese Universities, 1991,6(1): 71-79