1000-8314
2004 Issue 6
CAUCHY PROBLEM OF SINGULAR SEMILINEAR REACTION-DIFFUSION SYSTEM
peng daheng han maoan department of mathematics; shanghai jiaotong university; shanghai 200030; china.department of mathematics; shanghai jiaotong university; shanghai 200030; china.
peng daheng han maoan department of mathematics; shanghai jiaotong university; shanghai 200030; china.department of mathematics; shanghai jiaotong university; shanghai 200030; china.
..............page:735-744
THE VALUE OF THE h-FUNCTION OF EXCEPTIONAL CHEVALLEY GROUPS G_2(q)
cao hongpingdepartment of mathematics; southwest normal university; chongqing 400715; china.
cao hongpingdepartment of mathematics; southwest normal university; chongqing 400715; china.
..............page:753-760
THE REGULARITY OF WEAKLY QUASIREGULAR MAPPINGS IN R~n
zheng shenzhou department of mathematics; beijing jiaotong university; beijing 100044; china.
zheng shenzhou department of mathematics; beijing jiaotong university; beijing 100044; china.
..............page:799-804
UNIQUE DECOMPOSITION OF THE IDEALS IN QUANTUMGROUP U_q(sl(2))
li libin sun jianhuaschool of mathematics; yangzhou university; yangzhou 225002; jiangsu; china.school of mathematics; yangzhou university; yangzhou 225002; jiangsu; china.
li libin sun jianhuaschool of mathematics; yangzhou university; yangzhou 225002; jiangsu; china.school of mathematics; yangzhou university; yangzhou 225002; jiangsu; china.
..............page:817-824
TOPOLOGICAL SEQUENCE COMPLEXITY AND MIXING
yang runshengschool of mathematics and computer science; nanjing normal university; nanjing 210097; china
yang runshengschool of mathematics and computer science; nanjing normal university; nanjing 210097; china
..............page:809-816
ON THE DIOPHANTINE EQUATIONS (ax~m±1)/(ax±1) = y~n AND (ax~m±1)/(ax ±1) = y~n + 1
luo jiaguischool of mathematics and computational sciences; zhongshan university; guangzhou 510275; china.
luo jiaguischool of mathematics and computational sciences; zhongshan university; guangzhou 510275; china.
..............page:805-808
..............page:825-834
..............page:835
STABILITY AND GLOBAL HOPF BIFURCATION FOR A PREDATOR-PREY MODEL WITH TWO DELAYS
song yongli han maoan wei junjie department of mathematics; shanghai jiaotong university; shanghai 200240; china.department of mathematics; shanghai jiaotong university; shanghai 200240; china. department of mathematics; haerbin institute of technology; harbin 150001; china.
song yongli han maoan wei junjie department of mathematics; shanghai jiaotong university; shanghai 200240; china.department of mathematics; shanghai jiaotong university; shanghai 200240; china. department of mathematics; haerbin institute of technology; harbin 150001; china.
..............page:783-790
TWO NEW ELEMENTS OF THE STABLE HOMOTOPY GROUP OF SPHERES: h_0(b_1)~3■_s AND (b_1)~3g_0■_s
xiao jianming liu xiugui school of finance of renmin university of china; beijing 100872; china.institute of mathematics; chinese academy of sciences; beijing 100080; china.
xiao jianming liu xiugui school of finance of renmin university of china; beijing 100872; china.institute of mathematics; chinese academy of sciences; beijing 100080; china.
..............page:767-774
THE COEFFICIENTS OF PRIMITIVE POLYNOMIAL OVER FINITE FIELD
he longbin shen yong han wenbao school of information engineering; university of information engineering; zhengzhou 450002; china.school of information engineering; university of information engineering; zhengzhou 450002; china.
he longbin shen yong han wenbao school of information engineering; university of information engineering; zhengzhou 450002; china.school of information engineering; university of information engineering; zhengzhou 450002; china.
..............page:775-782
TOTALLY GEODESIC SUBMANIFOLDS OF SYMMETRIC SPACES AND THEIR STABILITY II
jin quanqindepartment of applied mathematics; tongji university; shanghai 200092; china.
jin quanqindepartment of applied mathematics; tongji university; shanghai 200092; china.
..............page:725-734
POSITIVE SOLUTIONS FOR SEMIPOSITONE IMPULSIVE DIFFERENTIAL BOUNDARY VALUE PROBLEMS
xu xi andepartment of mathmatics; xuzhou normal university; xuzhou 221116; jiangsu; china.
xu xi andepartment of mathmatics; xuzhou normal university; xuzhou 221116; jiangsu; china.
..............page:717-724
ON THE FRACTIONAL CALCULUS FUNCTIONS OF A TYPE OF WEIERSTRASS FUNCTION
yao kui su weiyi zhou songping department of mathematics; nanjing university; nanjing 210093; china.department of mathematics; nanjing university; nanjing 210093; china.institute of mathematics; zhejiang institute of science and technology; hangzhou 310018; china.
yao kui su weiyi zhou songping department of mathematics; nanjing university; nanjing 210093; china.department of mathematics; nanjing university; nanjing 210093; china.institute of mathematics; zhejiang institute of science and technology; hangzhou 310018; china.
..............page:711-716
STRONG CONSISTENCY OF QUASI-MAXIMUMLIKELIHOOD ESTIMATOR IN GENERALIZEDLINEAR MODELS
gao qibing wu yaohua department of statistics and finance; university of science and technology ofchina; hefei 230026; china.department of statistics and finance; university of science and technology of china; hefei 230026; china.
gao qibing wu yaohua department of statistics and finance; university of science and technology ofchina; hefei 230026; china.department of statistics and finance; university of science and technology of china; hefei 230026; china.
..............page:705-710
ON THE DISTORTION PROPERTIES AND QUASICONFORMAL EXTENSIONS OF THE NEHARI CLASS
yang zongxin chen jixiuinstitute of mathematics; laboratory of mathematics for nonlinear sciences of the ministry of education of china; shanghai 200433; china.institute of mathematics; laboratory of mathematics for nonlinear sciences of the ministry of education of china; shanghai 200433; china.
yang zongxin chen jixiuinstitute of mathematics; laboratory of mathematics for nonlinear sciences of the ministry of education of china; shanghai 200433; china.institute of mathematics; laboratory of mathematics for nonlinear sciences of the ministry of education of china; shanghai 200433; china.
..............page:695-704
ESTIMATION FOR PARTIALLY LINEAR FUNCTIONAL-STRUCTURAL RELATIONSHIP MODELS
ma junling wu kefa nie zankandepartment of statistics; shanghai university of finance and economic; shanghai 200433; china school of science; xian jiaotong university; xian 710049; china.
ma junling wu kefa nie zankandepartment of statistics; shanghai university of finance and economic; shanghai 200433; china school of science; xian jiaotong university; xian 710049; china.
..............page:687-694
A SOLVABILITY THEOREM ON A CLASS OF CONDITIONAL INPUT-OUTPUT EQUATION
liu yingfan chen tianpingdepartment of mathematics; nanjing university of aeronautics and astronautics; nanjing 210016; china. department of mathematics; nanjing university of post and telecommunications; nanjing 210003; china. department of mathematics; fudan university; shanghai 200433; china.
liu yingfan chen tianpingdepartment of mathematics; nanjing university of aeronautics and astronautics; nanjing 210016; china. department of mathematics; nanjing university of post and telecommunications; nanjing 210003; china. department of mathematics; fudan university; shanghai 200433; china.
..............page:791-798
THREE NECESSARY AND SUFFICIENT CONDITIONS FOR QUASIDISKS
chu yumingdepartment of mathematics; huzhou teacher s college; huzhou 313000; zhe-jiang; china.
chu yumingdepartment of mathematics; huzhou teacher s college; huzhou 313000; zhe-jiang; china.
..............page:761-766
A STRUCTURE TO THE SOLUTION SET OF A NONLINEAR EQUATION ON BANACH MANIFOLDS
shi ping ma jipudepartment of applied mathematics; nanjing university of finance and economics. nanjing 210003; china; department of mathematics; nanjing university; nanjing 210093; china. department of mathematics; nanjing university; nanjing 210093; china.
shi ping ma jipudepartment of applied mathematics; nanjing university of finance and economics. nanjing 210003; china; department of mathematics; nanjing university; nanjing 210093; china. department of mathematics; nanjing university; nanjing 210093; china.
..............page:745-752