Existence and global attractivity of the unique positive periodic solution for discrete hematopoiesis model
KeywordsDiscrete Hematopoiesis model, periodic solution, uniqueness, global attractivity, fixed point theorem of decreasing operator
AbstractIn this paper, a discrete Hematopoiesis model is studied. By using fixed point theorem of decreasing operator, we obtain sufficient conditions for the existence of unique positive periodic solution. Particularly,we give iterative sequence which converges to the positive periodic solution. In addition, the global attractivity of positive periodic solution is also investigated.
How to Cite
YAO, Zhijian. Existence and global attractivity of the unique positive periodic solution for discrete hematopoiesis model. Topological Methods in Nonlinear Analysis [online]. 1 June 2015, T. 45, nr 2, s. 423–437. [accessed 28.9.2021]. DOI 10.12775/TMNA.2015.021.
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