1002-0942
2005 Issue 1
on the partial equiasymptotic stability of nonlinear time-varying differential equations
jian jigui jiang minghui shen yanjun (dept. of control sci. and eng.; huazhong univ. of sci. and tech.; wuhan 430074; college of science; china three gorges university; yichang 443002)
jian jigui jiang minghui shen yanjun (dept. of control sci. and eng.; huazhong univ. of sci. and tech.; wuhan 430074; college of science; china three gorges university; yichang 443002)
..............page:8-13
periodic solutions for a delayed one-predator and two-prey system with holling type- functional response
liu qiming xu rui (dept.of math.; shijiazhuang mechantical engineering college; shijiazhuang 050003; dept. of math.; university of dundee; dundee dd1 4hn; uk)
liu qiming xu rui (dept.of math.; shijiazhuang mechantical engineering college; shijiazhuang 050003; dept. of math.; university of dundee; dundee dd1 4hn; uk)
..............page:14-28
..............page:111
exact solitary wave solutions of the two nonlinear evolution equations
zhu yanjuan zhang chunhua (faculty of applied physics; guangdong university of technology; guangzhou 510090)
zhu yanjuan zhang chunhua (faculty of applied physics; guangdong university of technology; guangzhou 510090)
..............page:106-110
existence of positive solution for a biharmonic equation
xie chaodong (college of economic and management; guizhou university for ethnic minorities; guiyang 550025} yao yangxin yang jun (dept. of appl. math.; south china university of technology; guangzhou 510640)
xie chaodong (college of economic and management; guizhou university for ethnic minorities; guiyang 550025} yao yangxin yang jun (dept. of appl. math.; south china university of technology; guangzhou 510640)
..............page:59-64
ON EQUILIBRIA AND PERIODIC ORBITS OF COOPERATIVE SYSTEMS IN R3
xiao jian sheng liren (dept. of math.; anhui university; hefei 230039)
xiao jian sheng liren (dept. of math.; anhui university; hefei 230039)
..............page:52-58
periodic solution and almost periodic solution of nonautonomous competitive model with stage structure and harvesting
yao zhijian (dept. of math; and physics; anhui institute of architecture and industry; hefei 230022)
yao zhijian (dept. of math; and physics; anhui institute of architecture and industry; hefei 230022)
..............page:73-80
solution of a class of nonhomogeneous elliptic system involving critical sobolev exponent
zhang guoqing liu sanyang (dept. of applied math.; xidian university; xi an 710071; college of sciences; university of shanghai for sci. and tech.; shanghai 200098)
zhang guoqing liu sanyang (dept. of applied math.; xidian university; xi an 710071; college of sciences; university of shanghai for sci. and tech.; shanghai 200098)
..............page:85-92
some properties of chain recurrent points of flows
yu shuxiang (institute of math.; academia sinica; beijing 100080)
yu shuxiang (institute of math.; academia sinica; beijing 100080)
..............page:81-84
existence and stability of periodic solutions of delayed bam neural networks with periodic coefficients
wang xiaoping (dept. of math.; xiangnan university; chenzhou 423000) huang lihong (college of math; and econometrics; hunan university; changsha 410082)
wang xiaoping (dept. of math.; xiangnan university; chenzhou 423000) huang lihong (college of math; and econometrics; hunan university; changsha 410082)
..............page:39-51
the poincar zuo bifurcation of quadratic systems having a region consisting of periodic cycles bounded by a hyperbola and an arc of equator
song yan (dept. of math.; bohai university; jinzhou 121000)
song yan (dept. of math.; bohai university; jinzhou 121000)
..............page:33-38
asymptotic behavior of solutions for a class of delay difference equation
zhu huiyan (dept. of math. and physics; nanhua university; hengyang huang lihong (college of math; and econometrics; hunan university; changsha 410082)
zhu huiyan (dept. of math. and physics; nanhua university; hengyang huang lihong (college of math; and econometrics; hunan university; changsha 410082)
..............page:99-105
generalized riccati transformation and oscillation for linear differential equations with damping
zheng zhaowen (dept. of math.; zhongshan university; guangzhou 510275; dept. of math.; qufu normal university; qufu 273165) liu jingzhao (editorial office of the journal of qufu normal university(natural science); qufu 273165)
zheng zhaowen (dept. of math.; zhongshan university; guangzhou 510275; dept. of math.; qufu normal university; qufu 273165) liu jingzhao (editorial office of the journal of qufu normal university(natural science); qufu 273165)
..............page:93-98
the existence of almost periodic solution for cellular neural networks with variable coefficients and delays
xie huiqin (college of math; and computer science; fuzhou university; fuzhou 350002) wang quanyi (dept. of math.; huaqiao university; quanzhou 362011)
xie huiqin (college of math; and computer science; fuzhou university; fuzhou 350002) wang quanyi (dept. of math.; huaqiao university; quanzhou 362011)
..............page:65-72
the instability of a differential equation with odd order
ruan jiong jin chunyan ruan qing (research center and laboratory of mathematics for nonlinear science; dept. and institute of mathematics; fudan university; shanghai 200433)
ruan jiong jin chunyan ruan qing (research center and laboratory of mathematics for nonlinear science; dept. and institute of mathematics; fudan university; shanghai 200433)
..............page:29-32
oscillation of nonlinear impulsive parabolic differential equations with several delays
cui chenpei1 2 zou min1 liu anping1 xiao li1 (ldept. of math; and physics; china university of geosciences; wuhan 430074 ; 2dept. of math.; luoyang teachers college; luoyang 471022)
cui chenpei1 2 zou min1 liu anping1 xiao li1 (ldept. of math; and physics; china university of geosciences; wuhan 430074 ; 2dept. of math.; luoyang teachers college; luoyang 471022)
..............page:1-7