| [1] LUO Jiao-wan,YU Jian-she.Global stability of nonautonomous mathematical ecological equationswith distributed deviating arguments[J].Acta Math Sinica,1998,41(6):1273-1282.(inChinese)
[2] ZHOU Zhan,YU Jian-she.Asymptotic stability for a class of nonautonomous neutral differentialequations[J].Chinese Annals of Mathematics,1998,19A(3):301-308.(in Chinese)
[3] ZHOU Zhan,ZHANG Qin-qin.Unif orm stability of nonlinear difference systems[J].J Math AnalAppl,1998,225(2):486-500.
[4] SHEN Jian-hua,YU Jian-she,WANG Zhi-cheng.Global attractivity for a class of nonlinear delaydifference equations[J].Chinese University J of Applied Mathematics,1996,11(1):1-6.(inChinese)
[5] Erbe L H,Xia H,Yu J S.Global stability of a linear nonautonomous delay difference equation[J].J Difference Equ Appl,1995,1:151-161.
[6] SHU Bao,WANG Zhi-cheng.Global asymptotic stability in a nonlinear nonautonomous differenceequation with delays[J].Chinese University J Applied Mathematics,1997,12(4):379-384.(inChinese)
[7] Gopalsamy K.Stability and Oscillation in Delay Differential Equations of Population Dynamics[M].Boston:Kluwer Academic Publishers,1992.
[8] LUO Jiao-wan,LIU Zai-ming.On the perturbational global attractivity of nonautomous delaydifferential equations[J].Applied Mathematics and Mechanics(En glish Edition),1998,19(12):1205-1210.
[9] YU Jian-she.Global attractivity of zero solution of a class of nonlinear delay differential equationsand its applications[J].Chinese Scien ce Bulletin,1997,42(12):1248-1252.(in Chinese) |
,which includes the discrete type of many mathematical ecological equations, was discussed. The sufficient conditions that guarantee every solution to converge to zero are obtained. Many known results are improved and generated.
Email Alert
RSS