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In this paper, we provide a detailed and explicit proce-dure of obtaining some regions of attraction for the positive steadystate (assumed to exist) of a well known Lotka-Volterra type predat-or-prey system. Also we obtain the sucient conditions to ensurethat the positive equilibrium point of a well known Lotka-Volterratype predator-prey system with a single discrete delay is globallyasymptotically stable.
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참고문헌 (6)
참고문헌 신청
/ 1992. / Stability and Oscillations in Delay Dierential Equations of Pop-ulation Dynamics
/ 1993. / Delay Dierential Equations with Applications in Population Dynam-ics
/ 1996 / Global attractivity in time-delayed predator-prey sys-tem B38 (2) : 149 ~ 162
/ 1996 / Stability and Delays in a Predator-Prey System (2) : 355 ~ 370
/ 1998 / Asymptotic Behavior in a Three-Component Food Chain Model 32 (6) : 749 ~ 753
/ 1993. / Delay Dierential Equations with Applications in Population Dynam-ics
/ 1996 / Global attractivity in time-delayed predator-prey sys-tem B38 (2) : 149 ~ 162
/ 1996 / Stability and Delays in a Predator-Prey System (2) : 355 ~ 370
/ 1998 / Asymptotic Behavior in a Three-Component Food Chain Model 32 (6) : 749 ~ 753
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