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《Journal of Nanjing University(Mathematical Biquarterly)》 2018-01
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DYNAMICAL PROPERTIES OF SOLUTIONS FOR A CLASS OF SLOW DIFFUSIVE RECIPROCAL MODEL

Li Tongling;Xu Li;Luo Yayun;School of Science, Nantong University;  
In this paper, we study a class of slow-diffusion three-species mutual aid model with continuous delay. Firstly, we study the general parabolic equations with time delay. By using the upper and lower solutions and the corresponding monotone iterative method, we obtain the unique solution and positive equilibrium solution of the system, and the global solution of the equilibrium solution is asymptotically stable, and then we apply the results to the three groups of mutual aid model.
【Fund】: 2016大学生实践创新项目(201610304005Z)
【CateGory Index】: O175
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