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Attractivity and Oscillation of Almost-periodic Solution for a Discrete Model of Hematopoiesis

Attractivity and Oscillation of Almost-periodic Solution for a Discrete Model of Hematopoiesis
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摘要 By using a new fixed point theorem, sufficientconditions are obtained for the existence of a positivealmost-periodic solution for an discrete model of hematopoiesis with almost-periodic coefficients. Its attractivity and oscillation are investigated. By using a new fixed point theorem, sufficientconditions are obtained for the existence of a positivealmost-periodic solution for an discrete model of hematopoiesis with almost-periodic coefficients. Its attractivity and oscillation are investigated.
作者 HONG Peng-hua WENG Pei-xuan
机构地区 School of Mathematics
出处 《Chinese Quarterly Journal of Mathematics》 CSCD 2013年第1期20-26,共7页 数学季刊（英文版）
基金 Supported by the NNSF of China(10541067) Supported by the NSF of Guangdong Province(10151063101000003) Supported by the Research Fund for the Doctoral Program of Higher Education(20094407110001)
关键词 discrete model of hematopoiesis almost-periodic solution existence ATTRACTIVITY OSCILLATION discrete model of hematopoiesis almost-periodic solution existence attractiv-ity oscillation
分类号 O175.7 [理学—基础数学]
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Chinese Quarterly Journal of Mathematics
2013年 第1期

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