兰州大学机构库 >数学与统计学院
Qualitative analysis of the discrete RBC survival model of Wazewska and Lasota
Li, WT; Sun, HR
2003
Source PublicationDYNAM CONT DIS SER B   Impact Factor & Quartile Of Published Year  The Latest Impact Factor & Quartile
Conference Name2nd International Symposium on Intelligent and Complex Systems
Conference DateOCT 17-20, 2001
ISSN1492-8760
Pages366-373
AbstractThis paper is concerned with the discrete Wazewska and Lasota model x(n) - x(n-1) = -mux(n) + pe(-vxn-k), where mu is an element of (0, 1) and v, p, tau is an element of (0, infinity). We show that all its positive solutions axe bounded and persist. Furthermore, sufficient conditions are also provided for oscillation of all positive solutions about x*, and for x* to be global asymptotically stable.
Keywordglobal attractivity oscillation asymptotic behavior Discrete Wazewska and Lasota Model delay difference equation
Subject AreaMathematics
PublisherWATAM PRESS
Publication PlaceWATERLOO
Indexed BySCIE ; CPCI-S
Language英语
First Inst
WOS IDWOS:000221596500047
IRIDWOS:000221596500047
DepartmentLanzhou Univ, Dept Math, Lanzhou 730000, Peoples R China
Conference PlaceWuhan, PEOPLES R CHINA
Citation statistics
Document Type会议论文
Identifierhttps://ir.lzu.edu.cn/handle/262010/185015
Collection数学与统计学院
Corresponding AuthorLi, WT
Affiliation
Lanzhou Univ, Dept Math, Lanzhou 730000, Peoples R China
Recommended Citation
GB/T 7714
Li, WT,Sun, HR. Qualitative analysis of the discrete RBC survival model of Wazewska and Lasota[C]. WATERLOO,2003:366-373.
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