0168-9673
2001 Issue 3
extreme solutions of initial value problems for nonlinear second order integrodifferential equations in banach spaces
chen fngqi (department of mathematics; tianjin university; tianjin 300072; china; and department of mathematics; shondong university; jinan 250100; china)
chen fngqi (department of mathematics; tianjin university; tianjin 300072; china; and department of mathematics; shondong university; jinan 250100; china)
..............page:289-295
the integrability and parametric representation of a hierarchy of soliton equations
zhang lei (department of mathematics; zhongshan university; guangzhou 510275; china) shi qiyan (department of mathematics; peking university; beijing 100871; china)
zhang lei (department of mathematics; zhongshan university; guangzhou 510275; china) shi qiyan (department of mathematics; peking university; beijing 100871; china)
..............page:310-316
attractors for generalized ginzburg-landau-bbm equations in an unbounded domain
jiang murong (department of mathematics; yunnan university; kunmming 650091; china) and (r & d center for parallel software; institute of software; chinese academy of sciences; beijing 100080; china) guo bollng (institute of applied physics and computatio
jiang murong (department of mathematics; yunnan university; kunmming 650091; china) and (r & d center for parallel software; institute of software; chinese academy of sciences; beijing 100080; china) guo bollng (institute of applied physics and computatio
..............page:317-325
..............page:426-429
..............page:430-432
topological and metrical conditions for collet-eckmann unimodal maps
wang lanyu (institute of applied mathematics; academy of mathematics and system science; chinese academy of sciences; beijing 100080; china)
wang lanyu (institute of applied mathematics; academy of mathematics and system science; chinese academy of sciences; beijing 100080; china)
..............page:350-360
on the uniqueness of the unbounded classical soultion of the evolution system describing geophysical flow within the earth and its associated systems
li kaithi; zhao chunshan (school of science; xi an jiaotong university; xi an 710049; china)
li kaithi; zhao chunshan (school of science; xi an jiaotong university; xi an 710049; china)
..............page:393-397
on the completion time of a job processed on an unreliable machine
yue dequan (department of mathematics; yanshan university; qinhuangdao 066004; china) tu fengsheng (department of automation; nankai university; tianjin 300071; china)
yue dequan (department of mathematics; yanshan university; qinhuangdao 066004; china) tu fengsheng (department of automation; nankai university; tianjin 300071; china)
..............page:418-425
mixed finite element methods based on riesz-representing operators for the shell problem
duan huoyuan (department of computer sciences; china university of geo-sciences; beijing 100083; china) zhang dali (department of applied mathematics; harbin institute of technology; harbin 150006; china)
duan huoyuan (department of computer sciences; china university of geo-sciences; beijing 100083; china) zhang dali (department of applied mathematics; harbin institute of technology; harbin 150006; china)
..............page:332-339
a splitting method for quadratic programming problem
wei ziluan (institute of computational mathematics and scientific/engineering computing; academy of mathematics and system sciences; chinese academy of sciences; beijing 100080; china)
wei ziluan (institute of computational mathematics and scientific/engineering computing; academy of mathematics and system sciences; chinese academy of sciences; beijing 100080; china)
..............page:366-374
asymptotic behavior and oscillations of second order difference equations with delay depending on the unknown function
luo jiaowan (institute of sciences; changsha railway university; changsha 410075; china) jing zhujun (department of mathematics; hunan normal university; changsha 41o081; china and academy of mathematics and system sciences; chinese academy of sciences
luo jiaowan (institute of sciences; changsha railway university; changsha 410075; china) jing zhujun (department of mathematics; hunan normal university; changsha 41o081; china and academy of mathematics and system sciences; chinese academy of sciences
..............page:398-406
simple proof of a large deviation result
zhang zhixiang (school of mathematical sciences; peking university; beijing 100871; china)
zhang zhixiang (school of mathematical sciences; peking university; beijing 100871; china)
..............page:326-331
outpaths of arcs in multipartite tournaments
zhou guofei; zhang kemin (department of mathematics; nanjing university; nanjing 210093; china)
zhou guofei; zhang kemin (department of mathematics; nanjing university; nanjing 210093; china)
..............page:361-365
bifurcation of periodic solution in a three-unit neural network with delay
lin yipinc (department of mathematics; kunming university of science and technology; kunming 650093; china) roland lemmert peter volkmann (mathematisches institut i; universitat karlsruhe; 76128 karlsruhe; germany)
lin yipinc (department of mathematics; kunming university of science and technology; kunming 650093; china) roland lemmert peter volkmann (mathematisches institut i; universitat karlsruhe; 76128 karlsruhe; germany)
..............page:375-381
statistical inferences for varying-coefficint models based on locally weighted regression technique
mei changlin; zhang wenxiu (school of science; xi an jiaotong university; xi an 710049; china) leung yee (department of geography; the chinese university of hong kong; shatin; hong kong; china)
mei changlin; zhang wenxiu (school of science; xi an jiaotong university; xi an 710049; china) leung yee (department of geography; the chinese university of hong kong; shatin; hong kong; china)
..............page:407-417
some results on comparison of maintenance policies
jiao guimei; li zehui; zhong chengkui (department of mathematics; lanzhou university; lanzhou 730000; china) liu ke (institute of applied mathematics; academy of mathematics and system sciences; chinese academy of sciences; beijing 100080; china)
jiao guimei; li zehui; zhong chengkui (department of mathematics; lanzhou university; lanzhou 730000; china) liu ke (institute of applied mathematics; academy of mathematics and system sciences; chinese academy of sciences; beijing 100080; china)
..............page:304-309
general central path and the largest step general central path following algorithm for linear programming
ai wenbao (institute of computational mathematics and scientific/engineering computing; academy of mathematics and system sciences; chinese academy of sciences; beijing100080; china) and (school of science; xi an jiaotong university; xi an 710049; china)
ai wenbao (institute of computational mathematics and scientific/engineering computing; academy of mathematics and system sciences; chinese academy of sciences; beijing100080; china) and (school of science; xi an jiaotong university; xi an 710049; china)
..............page:296-303
a characterization of n-dimensional daubechies type tensor product wavelet
li dengfeng (department of mathematics; henan university; kaifeng 475001; china) and (national mobile communications research laboratory; southeast university; nanjing 210096; china) peng silong (institute of automation; chinese academy of sciences; beiji
li dengfeng (department of mathematics; henan university; kaifeng 475001; china) and (national mobile communications research laboratory; southeast university; nanjing 210096; china) peng silong (institute of automation; chinese academy of sciences; beiji
..............page:382-392
positive solutions for a dirichlet problem
zhou huansong (wuhan institute of physics and mathematics; chinese academy of sciences; wuhan 430071; china)
zhou huansong (wuhan institute of physics and mathematics; chinese academy of sciences; wuhan 430071; china)
..............page:340-349