1000-341X
2013 Issue 2
An Efficient Variant of the Restarted Shifted GMRES Method for Solving Shifted Linear Systems
Akira IMAKURA1;;Tomohiro SOGABE2;Shaoliang ZHANG31.Center for Computational Sciences;University of Tsukuba;1-1-1;Tennodai Tsukuba-city;Ibaraki 305-8577;Japan;2.Graduate School of Information Science and Technology;Aichi Prefectural University;1522-3 Ibaragabasama;Kumabari;Nagakute-cho;Aichi-gun;Aichi;480-1198;Japan;3.Graduate School of Engineering;Nagoya University;Furo-cho;Chikusa-ku;Nagoya 464-8603;Japan
Akira IMAKURA1;;Tomohiro SOGABE2;Shaoliang ZHANG31.Center for Computational Sciences;University of Tsukuba;1-1-1;Tennodai Tsukuba-city;Ibaraki 305-8577;Japan;2.Graduate School of Information Science and Technology;Aichi Prefectural University;1522-3 Ibaragabasama;Kumabari;Nagakute-cho;Aichi-gun;Aichi;480-1198;Japan;3.Graduate School of Engineering;Nagoya University;Furo-cho;Chikusa-ku;Nagoya 464-8603;Japan
..............page:127-141
A New Strategy to Construct Embedded Cubature Formulae over Two-Dimensional Regions
Ran YU1;Zhaoliang MENG1;Zhongxuan LUO2;1.School of Mathematical Sciences;Dalian University of Technology;Liaoning 116024;P.R.China;2.School of Software Technology;Dalian University of Technology;Liaoning 116620;P.R.China
Ran YU1;Zhaoliang MENG1;Zhongxuan LUO2;1.School of Mathematical Sciences;Dalian University of Technology;Liaoning 116024;P.R.China;2.School of Software Technology;Dalian University of Technology;Liaoning 116620;P.R.China
..............page:142-154
Class-Preserving Coleman Automorphisms of Finite Groups Whose Second Maximal Subgroups Are TI-Subgroups
Zhengxing LI;Jinke HAICollege of Mathematics;Qingdao University;Shandong 266071;P.R.China
Zhengxing LI;Jinke HAICollege of Mathematics;Qingdao University;Shandong 266071;P.R.China
..............page:241-245
Some Characterizations of Chains of Archimedean Ordered Semigroups
Jian TANG1;;Xiangyun XIE21.School of Mathematics and Computational Science;Fuyang Normal College;Anhui 236037;P.R.China;2.School of Mathematics and Computational Science;Wuyi University;Guangdong 529020;P.R.China
Jian TANG1;;Xiangyun XIE21.School of Mathematics and Computational Science;Fuyang Normal College;Anhui 236037;P.R.China;2.School of Mathematics and Computational Science;Wuyi University;Guangdong 529020;P.R.China
..............page:221-230
The Existence of Solutions to a Class of Multi-point Boundary Value Problem of Fractional Differential Equation
Xiaohong HAO;Zongfu ZHOU Department of Mathematical Sciences;Anhui University;Anhui 230601;P.R.China
Xiaohong HAO;Zongfu ZHOU Department of Mathematical Sciences;Anhui University;Anhui 230601;P.R.China
..............page:175-188
Existence of Positive Solutions for Singular One-Dimensional P-Laplace BVP of the Second-Order Difference Systems
Weimin HU1;;Guli Bahaer1;Daqing JIANG21.School of Mathematics and Statistics;Ili Normal University;Xinjiang 835000;P.R.China;2.School of Mathematics and Statistics;Northeast Normal University;Jilin 130024;P.R.China
Weimin HU1;;Guli Bahaer1;Daqing JIANG21.School of Mathematics and Statistics;Ili Normal University;Xinjiang 835000;P.R.China;2.School of Mathematics and Statistics;Northeast Normal University;Jilin 130024;P.R.China
..............page:189-203
A Class of Compactly Supported Nonseparable Orthogonal Wavelets of L~2(R~n)
Yanmei XUE1;Ning BI1;2;1.School of Mathematics and Computational Science;Sun Yat-sen University;Guangdong 510275;P.R.China;2.Guangdong Province Key Laboratory of Computational Science;Sun Yat-sen University;Guangdong 510275;P.R.China
Yanmei XUE1;Ning BI1;2;1.School of Mathematics and Computational Science;Sun Yat-sen University;Guangdong 510275;P.R.China;2.Guangdong Province Key Laboratory of Computational Science;Sun Yat-sen University;Guangdong 510275;P.R.China
..............page:209-220
Nonexistence of Iterative Roots on PM Functions
Lin LI1;Xiaohua LIU2;;Liu LIU31.Department of Mathematics;Physics and Information Engineering;Jiaxing University;Zhejiang 314001;P.R.China;2.Department of Mathematics and Information Science;Leshan Normal College;Sichuan 614004;P.R.China;3.Academy of Mathematics and System Sciences;Chinese Academy of Sciences;Beijing 100190;P.R.China
Lin LI1;Xiaohua LIU2;;Liu LIU31.Department of Mathematics;Physics and Information Engineering;Jiaxing University;Zhejiang 314001;P.R.China;2.Department of Mathematics and Information Science;Leshan Normal College;Sichuan 614004;P.R.China;3.Academy of Mathematics and System Sciences;Chinese Academy of Sciences;Beijing 100190;P.R.China
..............page:204-208
On a Pair of Hyperstandard Reciprocal Relations with Applications
Leetsch C.HSU School of Mathematical Sciences;Dalian University of Technology;Liaoning 116024;P.R.China
Leetsch C.HSU School of Mathematical Sciences;Dalian University of Technology;Liaoning 116024;P.R.China
..............page:155-163
..............page:253
Second Order (F,α,ρ,d,p)-Univexity and Duality for Minimax Fractional Programming
Haijun WANG1;2;;Caozong CHENG1;Xiaodong FAN11.College of Applied Sciences;Beijing University of Technology;Beijing 100124;P.R.China;2.Department of Mathematics;Taiyuan Normal University;Shanxi 030012;P.R.China
Haijun WANG1;2;;Caozong CHENG1;Xiaodong FAN11.College of Applied Sciences;Beijing University of Technology;Beijing 100124;P.R.China;2.Department of Mathematics;Taiyuan Normal University;Shanxi 030012;P.R.China
..............page:164-174
Additive Biderivations and Centralizing Maps on Nest Algebras
Xiaofei QIDepartment of Mathematics;Shanxi University;Shanxi 030006;P.R.China
Xiaofei QIDepartment of Mathematics;Shanxi University;Shanxi 030006;P.R.China
..............page:246-252
The Isomorphism Theorem of*-Bisimple Type A ω~2-Semigroups
Yu SHANG1;;Limin WANG21.Department of Mathematics;Simao Teacher’s College;Yunnan 665000;P.R.China;2.School of Mathematics;South China Normal University;Guangdong 510631;P.R.China
Yu SHANG1;;Limin WANG21.Department of Mathematics;Simao Teacher’s College;Yunnan 665000;P.R.China;2.School of Mathematics;South China Normal University;Guangdong 510631;P.R.China
..............page:231-240