1000-8314
2003 Issue 5
GENERALIZED SCHAUDER BASES AND THE GENERALIZED TOPOLOGICAL DEGREEFOR GENERALIZED A-PROPER MAPPINGS IN BANACH SPACES
wang yuanheng shen zifeidepartment of mathematics; zhejiang normal university; jinhua 321004; zhejiang; china.
wang yuanheng shen zifeidepartment of mathematics; zhejiang normal university; jinhua 321004; zhejiang; china.
..............page:531-540
AN EXTENDED BIRTH-DEATH Q-MATRIX WITH INSTANTANEOUS STATE AND CATASTROPHES (Ⅱ)
wu qunying zhang hanjun hou zhentingdepartment of maths and physics; guilin institute of technology; guilin 541004; guangxi; china. school of mathematics central south university; changsha 410075; china; department of mathematics; university of queensland; q1d; 4072; australia. school of mathematics central south university; changsha 410075; china.
wu qunying zhang hanjun hou zhentingdepartment of maths and physics; guilin institute of technology; guilin 541004; guangxi; china. school of mathematics central south university; changsha 410075; china; department of mathematics; university of queensland; q1d; 4072; australia. school of mathematics central south university; changsha 410075; china.
..............page:555-564
ON THE CARLESON MESEASURE CHARACTERIZATION OF M-HARMONIC BMO FUNCTIONSIN THE UNIT BALL OF R~n
shi jihuai liu huadepartment of mathematics; university of science and technology of china; hefei 230026; chinadepartment of mathematics; shanghai jiaotong university; shanghai 200240; china.
shi jihuai liu huadepartment of mathematics; university of science and technology of china; hefei 230026; chinadepartment of mathematics; shanghai jiaotong university; shanghai 200240; china.
..............page:593-602
BV FUNCTIONS IN THE HEISENBERG GROUP H~n
song yingqing yang xiaopingdepartment of mathmatics and calculation; hunan city university; yiyang 413000; hunan; china.school of science; nanjing university of science & technology; nanjing 210094; china.
song yingqing yang xiaopingdepartment of mathmatics and calculation; hunan city university; yiyang 413000; hunan; china.school of science; nanjing university of science & technology; nanjing 210094; china.
..............page:541-554
THE Gs-GALOIS EXTENSIONS
wu zhixiangdepartment of mathematics; zhejiang university; hangzhou 320027; china.
wu zhixiangdepartment of mathematics; zhejiang university; hangzhou 320027; china.
..............page:647-654
HANKEL AND MULTIPLICATION OPERATORS ON DIRICHLET TYPE SPACES ON THEUNIT BALL OF C~n
hu pengyan zhang wenjundepartment of mathematics; normal college of shenzhen university; shenzhen 518060; guangdong; china.
hu pengyan zhang wenjundepartment of mathematics; normal college of shenzhen university; shenzhen 518060; guangdong; china.
..............page:603-614
BOUNDEDNESS IN TERMS OF TWO MEASURES FOR DELAY DIFFERENCE SYSTEMS
wu shujin kou chunhai |zhang shunian|department of applied mathematics; shanghai jiaotong university; shanghai 200240; china.
wu shujin kou chunhai |zhang shunian|department of applied mathematics; shanghai jiaotong university; shanghai 200240; china.
..............page:639-646
THE PERSISTENCE AND POSITIVE PERIODIC SOLUTIONS FOR PERIODIC SYSTEMSWITH INFINITE DELAY
wen xianzhang wang zhichengdepartment of mathematics; hunan normal university; changsha 410081; china.department of applied mathematics; hunan university; changsha 410082; china.
wen xianzhang wang zhichengdepartment of mathematics; hunan normal university; changsha 410081; china.department of applied mathematics; hunan university; changsha 410082; china.
..............page:615-624
ON THE FINITE GROUP WITH THE SAME DEGREE OF PRIMITIVE PERMUTATIONREPRESENTATION AS THE BABY MONSTER B
li xianhuadepartment of mathematics; suzhou university; suzhou; jiangsu 215006; china
li xianhuadepartment of mathematics; suzhou university; suzhou; jiangsu 215006; china
..............page:583-592
RICCATI TECHNIQUES AND OSCILLATION OF SEMILINEAR ELLIPTIC EQUATIONS
xu zhitingdepartment of mathematics; south china normal university; guangzhou 510631; china.
xu zhitingdepartment of mathematics; south china normal university; guangzhou 510631; china.
..............page:565-574
..............page:667-668
THE EXISTENCE OF INVARIANT SUBSPACES FOR SOME WEIGHTED COMPOSITION OPERATORS
li juexiandepartment of mathematics; liaoning university; shenyang 110036; liaoning; china.
li juexiandepartment of mathematics; liaoning university; shenyang 110036; liaoning; china.
..............page:655-666
FAMILY OF ε STARLIKE MAPPINGS (Ⅱ)
liu taishun gong shengdepartment of mathematics; university of science and technology of china; hefei 230026; china. department of mathematics; university of science and technology of china; hefei 230026; china.
liu taishun gong shengdepartment of mathematics; university of science and technology of china; hefei 230026; china. department of mathematics; university of science and technology of china; hefei 230026; china.
..............page:625-638
A LOWER BOUND FOR THE HAUSDORFF MEASURE OF THE CARTESIAN PRODUCT OF THE MIDDLE THIRD CANTOR SET WITH ITSELF
jia baoguo zhou zuoling zhu zhiweimathematics and scientific computer college; zhongshan university; guangzhou510275; china. lingnan college; zhongshan university; gunagzhou 510275; china.department of mathematics; zhaoqing university; zhaoqing 526061; guangdong; china.
jia baoguo zhou zuoling zhu zhiweimathematics and scientific computer college; zhongshan university; guangzhou510275; china. lingnan college; zhongshan university; gunagzhou 510275; china.department of mathematics; zhaoqing university; zhaoqing 526061; guangdong; china.
..............page:575-582