0168-9673
2013 Issue 2
Parametric Duality Models for Semiinfinite Multiobjective Fractional Programming Problems Containing Generalized (α, η, ρ)-V-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:225-240
Analyzing Left-truncated and Right-censored Data under Cox Models with Long-term Survivors
Fei-peng ZHANG 1 ; YONG ZHOU 1;21 School of Statistics and Management; Shanghai University of Finance and Economics; Shanghai 200433; China 2 Academy of Mathematics and Systems Science; Chinese Academy of Sciences; Beijing 100190; China
Fei-peng ZHANG 1 ; YONG ZHOU 1;21 School of Statistics and Management; Shanghai University of Finance and Economics; Shanghai 200433; China 2 Academy of Mathematics and Systems Science; Chinese Academy of Sciences; Beijing 100190; China
..............page:241-252
Construction of Supersaturated Design with Large Number of Factors by the Complementary Design Method
Yan LIU 1 ; Min-Qian LIU 21 School of Mathematical Sciences; Tianjin Normal University; Tianjin 300387; China 2 Department of Statistics; School of Mathematical Sciences and LPMC; Nankai University; Tianjin 300071; China
Yan LIU 1 ; Min-Qian LIU 21 School of Mathematical Sciences; Tianjin Normal University; Tianjin 300387; China 2 Department of Statistics; School of Mathematical Sciences and LPMC; Nankai University; Tianjin 300071; China
..............page:253-262
Θ-type Calderón-Zygmund Operators with Non-doubling Measures
Ru-long XIE 1;2 ; Li-sheng SHU 3 1 School of Mathematical Sciences; University of Science and Technology of China; Hefei 230026; China 2 Department of Mathematics; Chaohu University; Chaohu 238000; China 3 Department of Mathematics; Anhui Normal University; Wuhu 241000; China
Ru-long XIE 1;2 ; Li-sheng SHU 3 1 School of Mathematical Sciences; University of Science and Technology of China; Hefei 230026; China 2 Department of Mathematics; Chaohu University; Chaohu 238000; China 3 Department of Mathematics; Anhui Normal University; Wuhu 241000; China
..............page:263-280
Hlder Continuity for a Class of Strongly Degenerate Schrdinger Operator Formed by Vector Fields
Yong-yang JIN 1 ; Jie-lin L 2 ; Rong-fei LIN 31 Department of Applied Mathematics; Zhejiang University of Technology; Hangzhou 310032; China 2 Zhejiang Vocational College of Commerce; Hangzhou 310014; China 3 Department of Mathematics; Taizhou University; Linhai 317000; China
Yong-yang JIN 1 ; Jie-lin L 2 ; Rong-fei LIN 31 Department of Applied Mathematics; Zhejiang University of Technology; Hangzhou 310032; China 2 Zhejiang Vocational College of Commerce; Hangzhou 310014; China 3 Department of Mathematics; Taizhou University; Linhai 317000; China
..............page:281-288
Regularity Criteria of Axisymmetric Weak Solutions to the 3D Magnetohydrodynamic Equations
Bao-quan YUAN ; Feng-ping LI School of Mathematics and Information Science; Henan Polytechnic University; Henan 454000; China
Bao-quan YUAN ; Feng-ping LI School of Mathematics and Information Science; Henan Polytechnic University; Henan 454000; China
..............page:289-302
A Separation Theorem for Stochastic Singular Linear Quadratic Control Problem with Partial Information
Hong-ji MA 1;2 ; Ting HOU 11 College of Science; Shandong University of Science and Technology; China 2 Department of Systems and Control; Beijing University of Aeronautics and Astronautics; China
Hong-ji MA 1;2 ; Ting HOU 11 College of Science; Shandong University of Science and Technology; China 2 Department of Systems and Control; Beijing University of Aeronautics and Astronautics; China
..............page:303-314
Existence of Solutions for the Critical Elliptic System with Inverse Square Potentials
Zhao-xia LIU 1 ; Zhao-hui LIU 21 Department of Information and Computational Science; School of Sciences; Minzu University of China; Beijing100081; China2 Suncun Middle School; Gaoxin District of Jinan; Shandong Province; 250104; China
Zhao-xia LIU 1 ; Zhao-hui LIU 21 Department of Information and Computational Science; School of Sciences; Minzu University of China; Beijing100081; China2 Suncun Middle School; Gaoxin District of Jinan; Shandong Province; 250104; China
..............page:315-328
Solutions to BSDEs Driven by Both Standard and Fractional Brownian Motions
Wei-yin FEI 1 ; Deng-Feng XIA 2 ; Shu-guang ZHANG 31 Department of Applied Mathematics; Anhui Polytechnic University; Wuhu 241000; China2 Department of Applied Mathematics; Anhui Polytechnic University; Wuhu 241000; China3 Department of Statistics and Finance; University of Science and Technology of China; Hefei 230026; China
Wei-yin FEI 1 ; Deng-Feng XIA 2 ; Shu-guang ZHANG 31 Department of Applied Mathematics; Anhui Polytechnic University; Wuhu 241000; China2 Department of Applied Mathematics; Anhui Polytechnic University; Wuhu 241000; China3 Department of Statistics and Finance; University of Science and Technology of China; Hefei 230026; China
..............page:329-354
Complex Dynamics in a Discrete-time Predator-prey System without Allee Effect
Xian-wei CHEN 1;2 ; Xiang-ling FU 1 ; ZHU-JUN JING 2;31 School of Mathematics and Computational Science; Hunan University of Science and Technology; Xiangtan 411201; China 2 Department of Mathematics; Hunan Normal University; Changsha 410081; China3 Academy of Mathematics and Systems Science; Chinese Academy of Sciences; Beijing 100190; China
Xian-wei CHEN 1;2 ; Xiang-ling FU 1 ; ZHU-JUN JING 2;31 School of Mathematics and Computational Science; Hunan University of Science and Technology; Xiangtan 411201; China 2 Department of Mathematics; Hunan Normal University; Changsha 410081; China3 Academy of Mathematics and Systems Science; Chinese Academy of Sciences; Beijing 100190; China
..............page:355-376
Weak Centers and Local Bifurcations of Critical Periods at Infinity for a Class of Rational Systems
Wen-tao HUANG 1 ; Valery G. ROMANOVSKI 2 ; WEI-NIAN ZHANG 31 School of Mathematics and Computing Science; Guilin University of Electronic Technology; Guilin 541004;China2 Center for Applied Mathematics and Theoretical Physics; University of Maribor; Krekova 2; SI-2000 Maribor;Slovenia3 School of Mathematics; Sichuan University; Chengdu 610064; China
Wen-tao HUANG 1 ; Valery G. ROMANOVSKI 2 ; WEI-NIAN ZHANG 31 School of Mathematics and Computing Science; Guilin University of Electronic Technology; Guilin 541004;China2 Center for Applied Mathematics and Theoretical Physics; University of Maribor; Krekova 2; SI-2000 Maribor;Slovenia3 School of Mathematics; Sichuan University; Chengdu 610064; China
..............page:377-390
Bayesian Estimation for Generalized Exponential Distribution Based on Progressive Type-I Interval Censoring
Xiu-yun PENG; Zai-zai YAN Science College; Inner Mongolia University of Technology; Hohhot 010051; China
Xiu-yun PENG; Zai-zai YAN Science College; Inner Mongolia University of Technology; Hohhot 010051; China
..............page:391-402
Superconvergence Analysis and Extrapolation of Quasi-Wilson Nonconforming Finite Element Method for Nonlinear Sobolev Equations
Dong-yang SHI 1 ; Fen-ling WANG 2 ; Yan-min ZHAO 1;21 Department of Mathematics; Zhengzhou University; Zhengzhou 450001; China2 School of Mathematics and Statistics; Xuchang University; Xuchang 461000; China
Dong-yang SHI 1 ; Fen-ling WANG 2 ; Yan-min ZHAO 1;21 Department of Mathematics; Zhengzhou University; Zhengzhou 450001; China2 School of Mathematics and Statistics; Xuchang University; Xuchang 461000; China
..............page:403-414
On the Existence of Solutions for an Elliptic System of Equations with Arbitrary Order Growth
Zhong-yuan LIUAcademy of Mathematics and Systems Science; Chinese Academy of Sciences; Beijing 100190; China
Zhong-yuan LIUAcademy of Mathematics and Systems Science; Chinese Academy of Sciences; Beijing 100190; China
..............page:415-424
Stability and Bifurcation Analysis in a System of Four Coupled Neurons with Multiple Delays
Xiu-ling LI 1 ; Jun-jie WEI 21 College of Applied Mathematics; Jilin University of Finance and Economics; Changchun 130117; China2 Department of Mathematics; Harbin Institute of Technology; Harbin 150001; China
Xiu-ling LI 1 ; Jun-jie WEI 21 College of Applied Mathematics; Jilin University of Finance and Economics; Changchun 130117; China2 Department of Mathematics; Harbin Institute of Technology; Harbin 150001; China
..............page:425-448
..............page:449