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Annals of Differential Equations
1002-0942
2004 Issue 2
existence of limit cycles for a cubic kolmogorov system with a parabolic solution which does not contact and intersect the coordinate axes
shen cong; shen boqian liaoning police high academic school; dalian 116038 dept of math liaoning normal university dalian 116029
..............page:168-172
the asymptotic solution for a class of singularly perturbed problem for semilinear singular equation
zhou kangrong; mo jiaqi; ouyang cheng dept of math huzhou teachers college huzhou 313000
..............page:215-219
nonlocal initial problem for nonlinear nonautonomous differential equations in a banach space
m i gil dept. of math.; ben gurion university of the negev p.o.box 653; beer-sheva 84105 israel
..............page:145-154
global existence of positive periodic solution for a neutral delay competitive system
liu zhijun dept of math hubei institute for nationalities enshi 445000
..............page:125-132
persistence and global stability for two-species nonautonomous predator-prey system with diffusion and time delay
chen fengde; shi jinlin; chen xiaoxing dept. of math.; fuzhou university fuzhou 350002
..............page:111-117
positive solution for nonlinear singular boundary value problems
l haishen dept of applied math hohai university nanjing 210098
..............page:133-139
asymptotic behavior for nonoscillatory solutions of reaction-diffusion differential equations with several delays in the neutral term
xu meirong; shi bao institute of applied math naval aeronautical engineering institute yantai 264001
..............page:180-193
a result on periodic solutions of second order functional differential equations
zhang zhengqiu dept of applied math hunan university changsha 410082
..............page:208-214
ultimate boundedness for a differential delay model
li lin dept of math beijing institute of petrochemical technology beijing 102617
..............page:118-124
asymptotical stability of non-autonomous discrete-time neural networks with generalized input-output function
ruan jiong; wang junping; guo dedian research center and laboratory of math. for nonlinear science dept and institute of math fudan university shanghai 200433
..............page:155-167
sharp conditions for the uniform stability of nonautonomous hutchinson's equation
yu jianshe dept of math guangzhou university guangzhou 510405
..............page:194-207
a parabolic equation with hysteresis
xu longfeng school of math and phys anhui university of technology maanshan 243002
..............page:173-179
extendability of solutions for the linear system of elliptic type equations
ma zhongtai school of math. and information science; shandong institute of business and technology; yantai 264005
..............page:140-144