0168-9673
2007 Issue 3
an optimal control problem of a coupled nonlinear parabolic population system
chao-hua jia department of applied mathematics; lmib of the ministry of education; beijing university of aeronautics and astronautics; beijing 100083; china de-xing feng academy of mathematics and systems science; chinese academy of sciences; beijing 100080; china
chao-hua jia department of applied mathematics; lmib of the ministry of education; beijing university of aeronautics and astronautics; beijing 100083; china de-xing feng academy of mathematics and systems science; chinese academy of sciences; beijing 100080; china
..............page:377-388
optimal proportional reinsurance for controlled risk process which is perturbed by diffusion
zhi-bin liang~(1; 2)~institute of mathematics and computer science; nanjing normal university; nanjing 210097; china~2school of mathematical sciences and lpmc; nankai university; tianjin 300071; china
zhi-bin liang~(1; 2)~institute of mathematics and computer science; nanjing normal university; nanjing 210097; china~2school of mathematical sciences and lpmc; nankai university; tianjin 300071; china
..............page:477-488
some properties of bent functions
ying zhao school of electronic & information technology; nanjing university of information science and technology; nanjing 210044; china
ying zhao school of electronic & information technology; nanjing university of information science and technology; nanjing 210044; china
..............page:389-394
bifurcation and isochronicity at infinity in a class of cubic polynomial vector fields
qin-long wang department of information and mathematics; yangtze university; jingzhou 434023; chinayi-rong liu department of mathematics; central south university; changsha 410083
qin-long wang department of information and mathematics; yangtze university; jingzhou 434023; chinayi-rong liu department of mathematics; central south university; changsha 410083
..............page:451-466
a score type test for general autoregressive models in time series
jian-hong wu~1 li-xing zhu~(2; 3)~1college of statistics and mathematics; zhejiaug gongshang university; hangzhou 310018; china~2hong kong baptist university; hong kong; china~3east china normal university; shanghai 200062; china
jian-hong wu~1 li-xing zhu~(2; 3)~1college of statistics and mathematics; zhejiaug gongshang university; hangzhou 310018; china~2hong kong baptist university; hong kong; china~3east china normal university; shanghai 200062; china
..............page:439-450
a new superlinearly convergent sqp algorithm for nonlinear minimax problems
jin-bao jian college of mathematics and information science; guangxi university; nanning 530004; chinaran quan college of electrical engineering; guangxi university; nanning 530004; chinqing-jie hu department of information; hunan business college; changsha 410205; china
jin-bao jian college of mathematics and information science; guangxi university; nanning 530004; chinaran quan college of electrical engineering; guangxi university; nanning 530004; chinqing-jie hu department of information; hunan business college; changsha 410205; china
..............page:395-410
vertex distinguishing equitable total chromatic number of join graph
zhi-wen wang~(1; 2); li-hong yan~2; zhong-fu zhang~3~1department of mathematics of yeungnam university; daedong; kyongsan; kyongbuk 712-749; korea~2department of mathematics of xianyang normal university; xianyang 712000; china~3school of mathematics of lanzhou jiaotong university; lanzhou 730070; china
zhi-wen wang~(1; 2); li-hong yan~2; zhong-fu zhang~3~1department of mathematics of yeungnam university; daedong; kyongsan; kyongbuk 712-749; korea~2department of mathematics of xianyang normal university; xianyang 712000; china~3school of mathematics of lanzhou jiaotong university; lanzhou 730070; china
..............page:433-438
a shrinkage estimator for combination of bioassays
jian xiong~(1; 2); d.g.chen~3; zhen-hai yang~1~1college of applied sciences; beijing university of technology; beijing 100022; china~2school of mathematics and information science; guangzhou university; guangzhou 510006; china~3department of mathematics and statistics; south dakota state university; brookings; sd; 57007; usa
jian xiong~(1; 2); d.g.chen~3; zhen-hai yang~1~1college of applied sciences; beijing university of technology; beijing 100022; china~2school of mathematics and information science; guangzhou university; guangzhou 510006; china~3department of mathematics and statistics; south dakota state university; brookings; sd; 57007; usa
..............page:467-476
fixed points for mean non-expansive mappings
chun-xue wu li-juan zhang department of mathematics; yantai university; yantai 264005; china
chun-xue wu li-juan zhang department of mathematics; yantai university; yantai 264005; china
..............page:489-494
on comparison theorem and solutions of bsdes for l vy processes
qing zhou school of science; beijing university of posts and telecommunications; beijing 100876; china
qing zhou school of science; beijing university of posts and telecommunications; beijing 100876; china
..............page:513-522
strong laws of large numbers for random walks in random sceneries
wen-sheng wang department of statistics; east china normal university; shanghai 200062; china
wen-sheng wang department of statistics; east china normal university; shanghai 200062; china
..............page:495-500
one dimensional stochastic differential equations with distributional drifts
kai he institute of applied mathematics; academy of mathematics and system sciences; chinese academy of sciences; beijing 100080; china; xi-cheng zhang department of mathematics; huazhong university of science and technology; wuhan 430074; china
kai he institute of applied mathematics; academy of mathematics and system sciences; chinese academy of sciences; beijing 100080; china; xi-cheng zhang department of mathematics; huazhong university of science and technology; wuhan 430074; china
..............page:501-512
global attractivity of positive periodic solutions for a survival model of red blood cells
xin-min wu~1; jing-wen li~2department of mathematics; shaoyang university; shaoyang 422000; china
xin-min wu~1; jing-wen li~2department of mathematics; shaoyang university; shaoyang 422000; china
..............page:523-528
impulsive boundary value problems for first-order ordinary differential inclusions
yi-cheng liu zhi-xiang li department of mathematics and system science; college of science; national university of defense technology; changsha 410073; chinajun wu college of mathematics and computer science; changsha university of science technology; changsha 410076; china
yi-cheng liu zhi-xiang li department of mathematics and system science; college of science; national university of defense technology; changsha 410073; chinajun wu college of mathematics and computer science; changsha university of science technology; changsha 410076; china
..............page:411-420
parametric duality models for semi-infinite discrete minmax fractional programming problems involving generalized ( , )-invex functions
g.j.zalmai qing-hong zhang department of mathematics and computer science; northern michigan university; marquette; michigan 49855; usa
g.j.zalmai qing-hong zhang department of mathematics and computer science; northern michigan university; marquette; michigan 49855; usa
..............page:353-376
an extension landau-lifshitz model in studying soft ferromagnetic films
jing-na li~1; xiao-feng wang~2; zheng-an yao~3department of mathematics; sun yat-sen university; guangzhou 510275; china
jing-na li~1; xiao-feng wang~2; zheng-an yao~3department of mathematics; sun yat-sen university; guangzhou 510275; china
..............page:421-432