0254-9409
2010 Issue 5
..............page:725
UNIFIED ANALYSIS OF TIME DOMAIN MIXED FINITE ELEMENT METHODS FOR MAXWELL’S EQUATIONS IN DISPERSIVE MEDIA
Jichun Li Department of Mathematical Sciences;University of Nevada;Las Vegas;NV 89154-4020;USA Zhimin Zhang Department of Mathematics;Wayne State University;Detroit;MI 48202;USA
Jichun Li Department of Mathematical Sciences;University of Nevada;Las Vegas;NV 89154-4020;USA Zhimin Zhang Department of Mathematics;Wayne State University;Detroit;MI 48202;USA
..............page:693-710
VARIABLE MESH FINITE DIFFERENCE METHOD FOR SELF-ADJOINT SINGULARLY PERTURBED TWO-POINT BOUNDARY VALUE PROBLEMS
Mohan K.Kadalbajoo and Devendra Kumar Department of Mathematics & Statistics;I.I.T.Kanpur 208016;India
Mohan K.Kadalbajoo and Devendra Kumar Department of Mathematics & Statistics;I.I.T.Kanpur 208016;India
..............page:711-724
DISSIPATIVE NUMERICAL METHODS FOR THE HUNTER-SAXTON EQUATION
Yan Xu Department of Mathematics;University of Science and Technology of China; Hefei 230026;China Chi-Wang Shu Division of Applied Mathematics;Brown University;Providence;RI 02912;USA
Yan Xu Department of Mathematics;University of Science and Technology of China; Hefei 230026;China Chi-Wang Shu Division of Applied Mathematics;Brown University;Providence;RI 02912;USA
..............page:606-620
ADAPTIVE FINITE ELEMENT APPROXIMATION FOR A CLASS OF PARAMETER ESTIMATION PROBLEMS
Karl Kunisch Department of Mathematics;University of Graz;Austria Wenbin Liu KBS;University of Kent;Canterbury;CT2 7NF;England Yanzhen Chang and Ningning Yan LSEC;Academy of Mathematics and Systems Science; Chinese Academy of Sciences;Beijing;China Ruo Li Department of Computational Mathematics;Peking University;China
Karl Kunisch Department of Mathematics;University of Graz;Austria Wenbin Liu KBS;University of Kent;Canterbury;CT2 7NF;England Yanzhen Chang and Ningning Yan LSEC;Academy of Mathematics and Systems Science; Chinese Academy of Sciences;Beijing;China Ruo Li Department of Computational Mathematics;Peking University;China
..............page:645-675
ON EQUILIBRIUM PRICING AS CONVEX OPTIMIZATION
Lihua Chen Guanghua School of Management;Peking University;Beijing 100871;China Yinyu Ye Department of Management Science and Engineering;Stanford University;Stanford;CA 94305;USA Jiawei Zhang IOMS-Operations Management;Stern School of Business;New York University;New York;NY 10012;USA
Lihua Chen Guanghua School of Management;Peking University;Beijing 100871;China Yinyu Ye Department of Management Science and Engineering;Stanford University;Stanford;CA 94305;USA Jiawei Zhang IOMS-Operations Management;Stern School of Business;New York University;New York;NY 10012;USA
..............page:569-578
WEAK APPROXIMATION OF OBLIQUELY REFLECTED DIFFUSIONS IN TIME-DEPENDENT DOMAINS
Kaj Nystrm and Thomas nskog Department of Mathematics and Mathematical Statistics;Umea University;SE-901 87 Umea;Sweden
Kaj Nystrm and Thomas nskog Department of Mathematics and Mathematical Statistics;Umea University;SE-901 87 Umea;Sweden
..............page:579-605
..............page:2
ADAPTIVE QUADRILATERAL AND HEXAHEDRAL FINITE ELEMENT METHODS WITH HANGING NODES AND CONVERGENCE ANALYSIS
Xuying Zhao LSEC;ICMSEC;Academy of Mathematics and Systems Science;Chinese Academy of Sciences; and Graduate University of Chinese Academy of Sciences;Beijing 100190;China Shipeng Mao and Zhong-Ci Shi LSEC;ICMSEC;Academy of Mathematics and Systems Science;Chinese Academy of Sciences; Beijing 100190;China
Xuying Zhao LSEC;ICMSEC;Academy of Mathematics and Systems Science;Chinese Academy of Sciences; and Graduate University of Chinese Academy of Sciences;Beijing 100190;China Shipeng Mao and Zhong-Ci Shi LSEC;ICMSEC;Academy of Mathematics and Systems Science;Chinese Academy of Sciences; Beijing 100190;China
..............page:621-644
THE REDUCED BASIS TECHNIQUE AS A COARSE SOLVER FOR PARAREAL IN TIME SIMULATIONS
Liping He Department of Mathematics;Shanghai Jiaotong University;Shanghai 200030;China
Liping He Department of Mathematics;Shanghai Jiaotong University;Shanghai 200030;China
..............page:676-692