篮球竞彩比赛结果 :CIMSՓĵ

򾺲 www.fasfz.com  

The asymptotic behavior of a single population model with space-limited and stage-structure

ע⣺Փ Nonlinear Analysis: RealWorld Applications 6 (2005) 155 C 173l
ʹՈעՓij̎
Zhipeng Qiua,b, KaifaWang c
a.Department of Mathematics, University of Science and Technology of China, Heifei 230026, PRChina
b.Department of Applied Mathematics, Nanjing University of Science and Technology, Nanjing 210094, PRChina
c.Department of Mathematics, College of Medicine, Third Military Medical University, Chongqing 400038, PRChina

Abstract: In this paper, a single population model with space-limited and stage-structure is considered. Sufficient conditions for uniform persistence of the model are obtained by the theory of infinite dimensional dynamical systems. Then by applying the theory of Hopf bifurcation and the Browder fixed point theorem, sufficient conditions for the limit cycle of the model existing in small range and large range are, respectively, obtained.
Keywords: Space-limited; Stage-structure; Periodic solution

1g[PDFʽȫҪʹܛAbode Acrobat(ܛ^󲢳Ҋ,վṩd)

2dՓȫՈcI顱ʹÔcmܛd(148KB)


վ䛵ıߵՓģ

1The Asymptotic Behavior of Flow Reactor Models with Two Nutrients

2The analysis and regulation for the dynamics of a temperate bacteriophage model

gӭӑՓlՓļоIĿ
(Ոڰlԕrژ}ʹcuՓĵ}Ŀо@ӷҞg[)

| CIMSՓ | й | ̓M | | Փ | Ŀ_l | WgYԴ | վȫ | MՓľWվȫ |

line.gif (4535 ֹ)

˸õĞҷgӭӱվͶƱ{

򾺲 Ոc

վ򾺲 gӭL

ע⣺վδSDd

All rights reserved, all contents copyright 2000-2019
վ20003¿WL