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Annals of Differential Equations
1002-0942
2007 Issue 1
permanence and global attractivity of n-species cooperation system with discrete time delays and feedback controls
he weilian (college of basic medicine; fujian medical university; fuzhou 350004)
..............page:18-25
_0-strict stability of delay difference equations with variational lyapunov method
geng fengjie zhu deming (dept. of math.; east china normal university; shanghai 200062)
..............page:8-17
forced oscillation for general differential equations
ravi p. agarwal (dept. of mathematical sciences; florida institute of technology; melbourne; fl 32901; u.s.a.) said r. grace (dept. of engineering math.; faculty of engineering; cairo university; orman; giza 12221; egypt) donal o regan (dept. of math.; national university of ireland; galway; ireland)
..............page:50-61
positive solutions of singular three-point boundary value problem
wang weibing luo zhiguo (dept. of math.; hunan normal university; changsha 410081)
..............page:72-77
triple positive solutions for a class of second-order m-point boundary value problem
shen chunfang yang liu (dept. of math.; anhui institute of education; hefei 236032) liu xiping (college of science; university of shanghai for science and technology; shanghai 200093)
..............page:62-71
persistence of nonautonomous predator-prey systems with infinite delay
wei fengying (college of math; and computer sci.; fuzhou university; fuzhou 350002} wang ke (dept. of math.; harbin institute of technology; weihai 264209; shandong)
..............page:78-88
the solvability for heat conductive problem with boundary perturbation
mo jiaqi chen xianfeng xie feng ( dept. of math.; anhui normal university; wuhu 241000; anhui; dept. of math.; huzhou teachers college; huzhou 313000; zhejiang; dept. of math.; shanghai jiaotong university; shanghai 200240; dept. of applied math.; donghua university; shanghai 200051; division of computational science; e-institutes of shanghai universities at sjtu; shanghai 200240)
..............page:45-49
oscillating criteria for certain even order neutral differential equations with deviating arguments
huang xianyong (dept. of math.; guangdong institute of education; guangzhou 510303) xu zhiting (school of mathematical sciences; south china normal university; guangzhou 510631)
..............page:26-34
information for authors
..............page:127
on the growth of solutions of a class of higher order differential equation
kang yueming (institute of math.; fudan university; shanghai 200433) chen zongxuan (dept. of math.; south china normal university; guangzhou 510631) cheng tao (dept. of math.; jiangxi normal university; nanchang 330027)
..............page:35-44
subscriptions
..............page:127
periodic solution for p-laplacian differential equation with a deviating argument
zhu yanling (dept. of statistics and applied math.; anhui university of finance and economics; bengbu 233000; anhui) lu shiping (dept. of math.; anhui normal university; wuhu 241000; anhui)
..............page:119-126
peaked wave solutions to a generalized hyperelastic-rod wave equation
xie shaolong (dept. of math.; yuxi normal college; yuxi 653100; yunnan) wang lin (dept. of math.; kunming teachers college; kunming 650031; yunnan) rui weiguo (dept. of math.; honghe university; mengzi 661100; yunnan)
..............page:96-103
globally asymptotic stability of multi-delayed neural networks
zhou jianping zhao feng wang linshan (school of computer science; anhui university of technology; ma anshan 243002; anhui; school of mathematical sciences; liaocheng university; liaocheng 252059; shandong; dept. of math.; ocean university of china; qingdao 266071; shandong)
..............page:113-118
positive periodic solution to a class of nonlinear periodic differential equation with impulses and delay
zhang suping (dept. of math; and physics; anhui institute of architecture and industry; heifei 230022) jiang wei (school of math; and computational science; anhui university; hefei 230039)
..............page:104-112
positive solution of second order singular boundary value problem
cui yujun zou yumei li hongyu (dept. of applied math.; shandong university of science and technology; qingdao 266510; shandong; dept. of basic courses; taian campus; sdust; taian 271000; shandong)
..............page:1-7
existence of positive solution for a class of quasilinear elliptic equation
xiao qishan huang jianhua (college of math; and computer science; fuzhou university; fuzhou 350002)
..............page:89-95