0168-9673
1992 Issue 3
ON THE MINIMAL WAVE SPEED OF WAVE FRONTS FOR REACTION-DIFFUSION EQUATIONS
WANG MINGXIN;YE QIXIAO Beijing Institute of Technology;Beijing 100081;China Present address: Henan University;Kaifeng 475001;China.
WANG MINGXIN;YE QIXIAO Beijing Institute of Technology;Beijing 100081;China Present address: Henan University;Kaifeng 475001;China.
..............page:252-258
PROBABILISTIC APPROACH TO SEMILINEAR AND GENERALIZED MIXED BOUNDARY VALUE PROBLEMS
MA ZHIMING;SONG RENMING Institute of Applied Mathematics;Academia Sinica;Beijing 100080;China Department of Mathematics;University of Flovida;FL 32611;USA
MA ZHIMING;SONG RENMING Institute of Applied Mathematics;Academia Sinica;Beijing 100080;China Department of Mathematics;University of Flovida;FL 32611;USA
..............page:214-228
A NEW SUCCESSIVE QUADRATIC PROGRAMMING ALGORITHM
WEI ZENGXIN Guangxi University;Nanning 530004;China
WEI ZENGXIN Guangxi University;Nanning 530004;China
..............page:281-288
THE ORBIT SHIFT TOPOLOGICAL STABILITY OF ANOSOV MAPS
SUN WENXIANG Hebei Teacher’s College;Shijiazhuang 050091;China
SUN WENXIANG Hebei Teacher’s College;Shijiazhuang 050091;China
..............page:259-263
A SIMPLE PROOF OF THE INEQUALITY R_M(MF(κ))≤1.2+(1/2~κ) IN MULTIPROCESSOR SCHEDULING
YUE MINYI;HANS KELLERER;ZHONGLIANG YU;Institute of Applied Mathematics;Academia Sinica;Beijing 100080;China Institut fur Mathematik;Technische Universitat Graz;A--8010 Graz;Austria This work was done when the author was visiting the Technische Universitat Graz;and this project is supported by the National Natural Science Foundation of China. This work was partially supported by the Austrian "Fonds zur Forderung der wissenschaftlichen Forschung;Project S 32/01". On leave from the Mathematics Section;Nanjing Forestry University;Nanjing 200028. China
YUE MINYI;HANS KELLERER;ZHONGLIANG YU;Institute of Applied Mathematics;Academia Sinica;Beijing 100080;China Institut fur Mathematik;Technische Universitat Graz;A--8010 Graz;Austria This work was done when the author was visiting the Technische Universitat Graz;and this project is supported by the National Natural Science Foundation of China. This work was partially supported by the Austrian "Fonds zur Forderung der wissenschaftlichen Forschung;Project S 32/01". On leave from the Mathematics Section;Nanjing Forestry University;Nanjing 200028. China
..............page:245-251
ON COMPLETE INTEGRABILITY OF A HIERARCHY OF FINITE-DIMENSIONAL HAMILTONIAN SYSTEMS
ZENG YUNBO;LI YISHEN University of Science and Technology of China;Hefei 230026;China
ZENG YUNBO;LI YISHEN University of Science and Technology of China;Hefei 230026;China
..............page:193-201
APPROXIMATE LAGRANGE MULTIPLIER ALGORITHM FOR STOCHASTIC PROGRAMS WITH COMPLETE RECOURSE:NONLINEAR DETERMINISTIC CONSTRAINTS
SHI XIAOFA;WANG JINDE Nanjing Institute of Food Economics;Nanjing 210008;China Nanjing University;Nanjing 210008;China
SHI XIAOFA;WANG JINDE Nanjing Institute of Food Economics;Nanjing 210008;China Nanjing University;Nanjing 210008;China
..............page:207-213
ADMISSIBILITY OF LINEAR ESTIMATORS OF REGRESSION COEFFICIENTS UNDER QUADRATIC LOSS
ZHAN JINLONG;CHEN JIANBAO Kunming Institute of Technology;Kunming 650093;China Yunnan University;Kunming 650091;China
ZHAN JINLONG;CHEN JIANBAO Kunming Institute of Technology;Kunming 650093;China Yunnan University;Kunming 650091;China
..............page:237-244
THE RAMANUJAN’S Q-EXTENSION FOR THE EXPONENTIAL FUNCTION AND STATISTICAL DISTRIBUTIONS
LI GANG;FANG KAI-TAI Department of Statistics;Florida State University;Tallahassee;FL 32306;USA Institute of Applied Mathematics;Academia Sinica;Beijing 100080;China and Department of Mathematics;Hong Kong Baptist College;Hong Kong
LI GANG;FANG KAI-TAI Department of Statistics;Florida State University;Tallahassee;FL 32306;USA Institute of Applied Mathematics;Academia Sinica;Beijing 100080;China and Department of Mathematics;Hong Kong Baptist College;Hong Kong
..............page:264-280
ESTIMATION OF THE MEAN LIFETIME IN NON-PARAMETRIC MODEL UNDER MODIFIED TYPE Ⅰ CENSORING
ZHENG ZUKANG;WU LIPENG Fudan University;Shanghai 200433;China
ZHENG ZUKANG;WU LIPENG Fudan University;Shanghai 200433;China
..............page:229-236
A NOTE ON THE ASYMPTOTICS OF THE POLYMER MEASURES IN ONE DIMENSION
ZHOU XIAN-YIN Beijing Normal University;Beijing 100875;China
ZHOU XIAN-YIN Beijing Normal University;Beijing 100875;China
..............page:202-206
..............page:289