1000-8314
2010 Issue 3
The Structure of n-Lie Algebras
bai ruipu~1 xiao wenying~1 1 college of mathematics and computer; hebei university; baoding 071002; hebei; china.
bai ruipu~1 xiao wenying~1 1 college of mathematics and computer; hebei university; baoding 071002; hebei; china.
..............page:265-274
The Third Period Family Elements in the Stable Homotopy Groups of Spheres
wang yuyu~1 1 college of mathematical science; tianjin normal university; tianjin 300387; china
wang yuyu~1 1 college of mathematical science; tianjin normal university; tianjin 300387; china
..............page:365-374
A Kind of Transportation Cost Inequalities and Polynomial Concentration Inequalities
ding ying~1 zhang xinsheng~2 1 department of statistics; school of management; fudan university; shanghai 200433; china; department of applied mathematics; zhejiang university of technology; hangzhou 310023; china. 2 department of statistics; school of management; fudan university; shanghai 200433; china.
ding ying~1 zhang xinsheng~2 1 department of statistics; school of management; fudan university; shanghai 200433; china; department of applied mathematics; zhejiang university of technology; hangzhou 310023; china. 2 department of statistics; school of management; fudan university; shanghai 200433; china.
..............page:283-294
Singularly Perturbed Asymptotic Solutions for Higher Order Semilinear Elliptic Equations with Two Parameters
mo jiaqi~1 1 department of mathematics; anhui normal university; wuhu 241000; anhui; china; division of computational science; e-institutes of shanghai universities at shanghai jiao tong university; shanghai 200240; china.
mo jiaqi~1 1 department of mathematics; anhui normal university; wuhu 241000; anhui; china; division of computational science; e-institutes of shanghai universities at shanghai jiao tong university; shanghai 200240; china.
..............page:331-336
Natural Filtrations of Infinite-Dimensional Modular Special Odd Hamiltonian Superalgebras
mu qiang~1 zhang yongzheng~2 1 school of mathematical sciences; harbin normal university; harbin 150025; china. 2 school of mathematics and statistics; northeast normal university; changchun 130024; china.
mu qiang~1 zhang yongzheng~2 1 school of mathematical sciences; harbin normal university; harbin 150025; china. 2 school of mathematics and statistics; northeast normal university; changchun 130024; china.
..............page:337-346
The Double Commutant for Commutative J-von Neumann Algebras onΠ_2 Spaces
chen qing~1 hua mengxia~2 1 school of mathematics and statistics; nanyang normal university; nanyang 473061; henan; china; school of mathematical sciences; fudan university; shanghai 200433; china. 2 school of mathematics and statistics; nanyang normal university; nanyang 473061; henan; china.
chen qing~1 hua mengxia~2 1 school of mathematics and statistics; nanyang normal university; nanyang 473061; henan; china; school of mathematical sciences; fudan university; shanghai 200433; china. 2 school of mathematics and statistics; nanyang normal university; nanyang 473061; henan; china.
..............page:347-354
Convergence Rate for the Change-Point Estimator in a Simple Change-Point Model
tan changchun~1 niu huifang~2 miao baiqi~3 1 school of mathematics; heifei university of technology; hefei 230009; china. 2 college of mathematics and science; luoyang normal university; luoyang 471022; henan; china. 3 department of statistics and finance; university of science and technology of china; hefei 230026; china.
tan changchun~1 niu huifang~2 miao baiqi~3 1 school of mathematics; heifei university of technology; hefei 230009; china. 2 college of mathematics and science; luoyang normal university; luoyang 471022; henan; china. 3 department of statistics and finance; university of science and technology of china; hefei 230026; china.
..............page:257-264
The Boundedness of the Commutators for Marcinkiewicz Integrals with Non-doubling Measures
chen xiaoli~1 chen dongxiang~2 1 department of mathematics; zhejiang university; hangzhou 310027; china; school of mathematics and information science; jiangxi normal university; nanchang 330022; china. 2 school of mathematics and information science; jiangxi normal university; nanchang 330022; china.
chen xiaoli~1 chen dongxiang~2 1 department of mathematics; zhejiang university; hangzhou 310027; china; school of mathematics and information science; jiangxi normal university; nanchang 330022; china. 2 school of mathematics and information science; jiangxi normal university; nanchang 330022; china.
..............page:375-384
An Application of Green Function to Interior Hlder Continuity of Weak Solutions to X-Elliptic Equations
zheng shenzhou~1 lu hanfang~1 1 school of sciences; beijing jiaotong university; beijing 100044; china.
zheng shenzhou~1 lu hanfang~1 1 school of sciences; beijing jiaotong university; beijing 100044; china.
..............page:295-304
..............page:387
Homogeneous Weights and Mbius Functions on Finite Rings
fan yun~1 liu hongwei~2 1 department of mathematics; huazhong normal university; wuhan 430079; china. 2 corresponding author.department of mathematics; huazhong normal university; wuhan 430079; china; hubei key laboratory of applied mathematics; hubei university; wuhan 430062; china.
fan yun~1 liu hongwei~2 1 department of mathematics; huazhong normal university; wuhan 430079; china. 2 corresponding author.department of mathematics; huazhong normal university; wuhan 430079; china; hubei key laboratory of applied mathematics; hubei university; wuhan 430062; china.
..............page:355-364
..............page:385-386
Topological Spaces and Nearly Clean Rings
chen huanyin~1 1 department of mathematics; hangzhou normal university; hangzhou 310036; china.
chen huanyin~1 1 department of mathematics; hangzhou normal university; hangzhou 310036; china.
..............page:321-330
Hopf Bifurcation for Cubic Perturbations of Quadratic Integrable Non-Hamiltonian Systems
yang junmin~1 han maoan~2 1 mathematics and science college; shanghai normal university; shanghai 200234; china. 2 corresponding author.mathematics and science college; shanghai normal university; shanghai 200234; china.
yang junmin~1 han maoan~2 1 mathematics and science college; shanghai normal university; shanghai 200234; china. 2 corresponding author.mathematics and science college; shanghai normal university; shanghai 200234; china.
..............page:305-320
The Commutativity of Restricted Lie Triple Systems
chen liangyun~1 xu xiaoning~2 lin jie~3 1 school of mathematics and statistics; northeast normal university; changchun 130024; china. 2 school of mathematics.i.iaoning university; shenyang 110036; china. 3 sino-european institute of aviation engineering; civil aviation university of china; tianjin 300300; china.
chen liangyun~1 xu xiaoning~2 lin jie~3 1 school of mathematics and statistics; northeast normal university; changchun 130024; china. 2 school of mathematics.i.iaoning university; shenyang 110036; china. 3 sino-european institute of aviation engineering; civil aviation university of china; tianjin 300300; china.
..............page:275-282
..............page:388