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- W2361360540 abstract "By introducing a constant periodic releasing natural enemies and integrated pest management,we devolop the system where the predator has Holling type Ⅲ functional response: dx(t)dt=ax(t)-bx~2(t)-αx~2(t)y(t)x~2(t)+β~2,dy(t)dt=-cy(t)+kαx~2(t)y(t)x~2(t)+β~2.At the sametime,we obtain a new system: dx(t)dt=ax(t)-bx~2(t)-αx~2(t)y(t)x~2(t)+β~2,dy(t)dt=-cy(t)+kαx~2(t)y(t)x~2(t)+β~2. t≠nT,Δx(t)=-p_1x(t),Δy(t)=-p_2y(t)+q.t=nT.When q0,0≤p_11 and 0≤p_21,we obtain conditions for global asymptotic stability of pest-eradication periodic solution and permanence of the new system,and also obtain the existence of a postive periodic solution of the new system.Finally,we discuss the existence and stability of the predator-free periodic solution." @default.
- W2361360540 created "2016-06-24" @default.
- W2361360540 creator A5062542288 @default.
- W2361360540 date "2006-01-01" @default.
- W2361360540 modified "2023-09-28" @default.
- W2361360540 title "Analysis of a Holling Type III Predator System with Impulsive Effect" @default.
- W2361360540 hasPublicationYear "2006" @default.
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