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Asymptotic periodicity in a diffusive West Nile virus model in a heterogeneous environment
被引量：
1
Asymptotic periodicity in a diffusive West Nile virus model in a heterogeneous environment
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作者
Abdelrazig K. Tarboush
Jing Ge
Zhigui Lin
机构地区
Department of Mathematics
出处
《International Journal of Biomathematics》
2017年第8期87-102,共16页
生物数学学报（英文版）
West Nile virus
basic reproduction number
time periodicity
asymptoticbehavior.
分类号
G0 [文化科学]
引文网络
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TARBOUSH Abdelrazig K.,LIN ZhiGui,ZHANG MengYun.
Spreading and vanishing in a West Nile virus model with expanding fronts[J]
.Science China Mathematics,2017,60(5):841-860.
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The spreading frontiers of avian-human influenza described by the free boundary[J]
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Asymptotic profile of a mutualistic model on a periodically evolving domain[J]
.International Journal of Biomathematics,2019,12(7):111-133.
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The diffusive model for West Nile virus with advection and expanding fronts in a heterogeneous environment[J]
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LEI ChengXia,KIM KwangIk,LIN ZhiGui.
The spreading frontiers of avian-human influenza described by the free boundary[J]
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TARBOUSH Abdelrazig K.,LIN ZhiGui,ZHANG MengYun.
Spreading and vanishing in a West Nile virus model with expanding fronts[J]
.Science China Mathematics,2017,60(5):841-860.
被引量：4
引证文献
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Zhengdi Zhang,Abdelrazig K.Tarboush.
The diffusive model for West Nile virus with advection and expanding fronts in a heterogeneous environment[J]
.International Journal of Biomathematics,2020,13(7):29-50.
1
N. H. Sweilam,O.M.Saad,D. G. Mohamed.
Comparative studies for the fractional optimal control in transmission dynamics of West Nile virus[J]
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International Journal of Biomathematics
2017年 第8期
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