In this paper, firstly, a notion of a class of generalized weighted pseudo almost periodic function is introduced, then we investigate some basic and essential properties of the space that consists of these functions....In this paper, firstly, a notion of a class of generalized weighted pseudo almost periodic function is introduced, then we investigate some basic and essential properties of the space that consists of these functions. Finally, we study the existence of weighted pseudo almost periodic solutions to hematopoiesis model with timevarying delay.展开更多
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 ...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.展开更多
基金supported by Natural Science Foundation of China (No.1771414)Natural Science Foundation of Anhui(Nos. 1608085MA12,1708085MA16)2017 Anhui Province Outstanding Young Talent Project (No.gxyq2107048)
文摘In this paper, firstly, a notion of a class of generalized weighted pseudo almost periodic function is introduced, then we investigate some basic and essential properties of the space that consists of these functions. Finally, we study the existence of weighted pseudo almost periodic solutions to hematopoiesis model with timevarying delay.
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)
文摘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.
