1000-8314
2002 Issue 5
POSETS WITH MOBIUS FUNCTION ALTERNATING IN SIGN
qiu yidepartment of mathematics; shanghai normal university; shanghai 200234; china and shanghai youth management institute the department of economic management; shanghai 200083; china.
qiu yidepartment of mathematics; shanghai normal university; shanghai 200234; china and shanghai youth management institute the department of economic management; shanghai 200083; china.
..............page:643-648
MINIMAX OPTIMAL CONTROLS OF VOLTERRA INTEGRAL SYSTEMS
liu xiaobo pan lipinginstitute of mathematics; fudan university; shanghai 200433; china. department of mathematics; fudan university; shanghai 200433; china.
liu xiaobo pan lipinginstitute of mathematics; fudan university; shanghai 200433; china. department of mathematics; fudan university; shanghai 200433; china.
..............page:661-674
A NEW NUMERICAL METHOD FOR STOCHASTIC PROGRAMS WITH RECOURSE
wei zengxin mo jiangtaodepartment of mathematics and information science; guangxi university; nanning 530004; china. e-mail: zxwei@gxu.edu.cndepartment of mathematics and information science; guangxi university; nanning 530004; china. e-mail: mjt@gxu.ed
wei zengxin mo jiangtaodepartment of mathematics and information science; guangxi university; nanning 530004; china. e-mail: zxwei@gxu.edu.cndepartment of mathematics and information science; guangxi university; nanning 530004; china. e-mail: mjt@gxu.ed
..............page:601-610
EXPANSIVE MAP
guo yanping ge weigao liu xiujundepartment of applied mathematics; beijing institute of technology; beijing100081; china.college of sciences; hebei university of science and technology; shijiazhuang 050018; china.
guo yanping ge weigao liu xiujundepartment of applied mathematics; beijing institute of technology; beijing100081; china.college of sciences; hebei university of science and technology; shijiazhuang 050018; china.
..............page:655-660
ON THE SOLUTION OF A KIND OF NONLINEAR SINGULAR INTEGRAL EQUATION
lu jianke department of mathematics; wuhan university; wuhan 430072; china.
lu jianke department of mathematics; wuhan university; wuhan 430072; china.
..............page:619-624
ON SIEGEL-TATUZAWA THEOREM
ji chungang jiao rongzhengdepartment of mathematics; nanjing normal university; nanjing 210097; china; and institute of mathematics; chinese academy of science; beijing 100080; china. e-mail: cgji@email.njnu.edu.cn institute of mathematics; tongji unive
ji chungang jiao rongzhengdepartment of mathematics; nanjing normal university; nanjing 210097; china; and institute of mathematics; chinese academy of science; beijing 100080; china. e-mail: cgji@email.njnu.edu.cn institute of mathematics; tongji unive
..............page:649-654
QUASI-BAER RINGS OF GENERALIZED POWER SERIES
liu zhongkuidepartment of mathematics; northwest normal university; lanzhou 730070; china. e-mail: liuzk@nwnu.edu.cn
liu zhongkuidepartment of mathematics; northwest normal university; lanzhou 730070; china. e-mail: liuzk@nwnu.edu.cn
..............page:579-584
ADJUNCTIONS BETWEEN THE CATEGORY OF QUASICONTINUOUS DomainS AND ITS SUBCATEGORIES
kou hui luo maokangcollege of mathematics; sichuan university; chengdu 610064; china. e-mail: kouhui@scu.edu.cn; rnakaluo@scu.edu.cn
kou hui luo maokangcollege of mathematics; sichuan university; chengdu 610064; china. e-mail: kouhui@scu.edu.cn; rnakaluo@scu.edu.cn
..............page:633-642
VERTEX PANCYCLICITY IN ALMOST REGULAR MULTIPARTITE TOURNAMENTS
pan linqiang zhang kemindepartment of control science and engineering; huazhong university of science & technology; wuhan 430074 china. e-mail: lqpan@mail.hust.edu.cn department of mathematics; nanjing university; nanjing 210093; china. e-mail: zkmfl@nj
pan linqiang zhang kemindepartment of control science and engineering; huazhong university of science & technology; wuhan 430074 china. e-mail: lqpan@mail.hust.edu.cn department of mathematics; nanjing university; nanjing 210093; china. e-mail: zkmfl@nj
..............page:585-596
..............page:675
ON IMAGINARY QUADRATIC FUNCTION FIELDS WITH IDEAL CLASS GROUP OF EXPONENT < 2
ma lianrong feng keqindepartment of mathematical sciences; tsinghua university; beijing 100084; china. e-mail: lrma@math.tsinghua.edu.cn and kfeng@math.tsinghua.edu.cn
ma lianrong feng keqindepartment of mathematical sciences; tsinghua university; beijing 100084; china. e-mail: lrma@math.tsinghua.edu.cn and kfeng@math.tsinghua.edu.cn
..............page:597-600
SOME RESULTS ON p-BLOCKS OF DEFECT ZERO
lu keweistate key lab of information security; graduate school; chinese academy of science; beijing 100039; china. e-mail: conwaylu@163.net
lu keweistate key lab of information security; graduate school; chinese academy of science; beijing 100039; china. e-mail: conwaylu@163.net
..............page:611-618
THE ε-COMPLEXITY OF INTEGRAL EQUATIONS
ma wan wang xinghuadepartment of mathematics of zhejiang university; hangzhou 310028; china. college of mathematics & information science of wenzhou university; wenzhou 325027; zhejiang; china. e-mail: mwxxlo@263.net
ma wan wang xinghuadepartment of mathematics of zhejiang university; hangzhou 310028; china. college of mathematics & information science of wenzhou university; wenzhou 325027; zhejiang; china. e-mail: mwxxlo@263.net
..............page:625-632
THE CONVERGENCE RATES OF EMPIRICAL BAYES ESTIMATION OF THE PARAMETER FOR SCALE-EXPONENTIAL FAMILY
wang lichun wei laishengdepartment of statatic & finance; university of science technology of china; hefei 230026; china. e-mail: wlc@mail.ustc.edu.cndepartment of statatic & finance; university of science technology of china; hefei 230026; china. e-m
wang lichun wei laishengdepartment of statatic & finance; university of science technology of china; hefei 230026; china. e-mail: wlc@mail.ustc.edu.cndepartment of statatic & finance; university of science technology of china; hefei 230026; china. e-m
..............page:555-564
QUASI-DISTRIBUTION COSINE FUNCTIONS
shi jine jiang chengshun zheng weixingdepartment of mathematics; nanjing university; nanjing 210093; china.e-mail: jineshi0483@sina.comdepartment of applied mathematics; information and engineering university; zhengzhou 450002; china. e-mail: csjiang
shi jine jiang chengshun zheng weixingdepartment of mathematics; nanjing university; nanjing 210093; china.e-mail: jineshi0483@sina.comdepartment of applied mathematics; information and engineering university; zhengzhou 450002; china. e-mail: csjiang
..............page:565-578
SPLITTING TORSION THEORIES AND Generic MODULES OVER DUALEXT ENSION ALGEBRAS
du xiannengdepartment of mathematics; anhui university; hefei 230039; china. e-mail: xndu@ahu.edu.cn
du xiannengdepartment of mathematics; anhui university; hefei 230039; china. e-mail: xndu@ahu.edu.cn
..............page:547-554