Journal of Mathematical Research and Exposition 1993 Issue 3 Semi Group Rings Which are Chinese Ring

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Journal of Mathematical Research and Exposition
1000-341X
1993 Issue 3

Semi Group Rings Which are Chinese Ring
W.B.Vasantha Kandasamy Dept.of Math.;Indian Inst.of Tech.;Madras-600 036;India

..............page:375-376

ti shang ke zhong xin hua ju zhen de ji ge ding li
Huang Liping He Xiangming

..............page:415-418

banach kong jian teicher qiang da shu ding lv de yi ban xing shi
Yang Xiaoyun

..............page:425-432

yi ban gauss markov mo xing xia zui xiao er cheng gu ji shi zui jia gu ji de chong yao tiao jian
Lin Chuntu

..............page:433-436

xian sou suo bi xing de ji ge xin jie guo
Liu Guanghui Ke Xiaowu

..............page:437-442

wai ping mian tu quan se shu ding li de jian dan zheng ming
Yao Huineng

..............page:470-472

yi lei xiu zheng de kdv fang cheng de te zheng wen ti
Li Wenshen Wang Shiguang

..............page:383-388

yi lei jing zheng kuo san xi tong de er zhong gu you zhi fen zuo ( ying wen )
Li Dahua

..............page:319-325

hermite fej r cha zhi suan zi de ping jun shou lian
yu ding guo ;

..............page:451-456

x₂^p kong jian zhong san jiao duo xiang shi suan zi de bao he xing
Xiong Jingyi Yang Ruyue

..............page:457-463

guan yu xian xing gui hua wen ti cheng fa yin zi de fan wei gu ji
li guo jun ;

..............page:473-474

Submanifolds with Parallel Mean Curvature Vector
Zhou Kouhua

..............page:326

man zu cond_l(a)=1(l=1, ) de ju zhen a de chong yao tiao jian
Chen Guoliang Wang Chang

..............page:419-424

yi lei bao han s bi kong jian he jin kong jian de tuo pu kong jian
Li Jinjin

..............page:475-476

dong li xue fang cheng zu zhong can shu shi bie mo xing ji qi you hua xing zhi ( ying wen )
Zhang Shuyun Wang Xiumei Feng Enmin

..............page:351-357

wan bei riemann liu xing yu qiu mian de deng ju
Zheng Yongfan

..............page:399-403

yi lei ju you c.neumann yue shu de hamilton xi tong ji wki gu zi zu
Qiao Zhijun

..............page:377-382

The Local Asymptotic Behavior of Solutions of Second Order Linear Differential Equations in a Nutshell
Harry Gingold Yu LihongDept.of Math;College of Arts and Sciences;Morgantown:WV26505;U.S.A.

..............page:337-350

ban xian xing pao wu xing fang cheng jie de bao po ( ying wen )
Zhang Kenong

..............page:327-336

yi lei ji fen suan zi de jin yu tu xing
Li Chunming

..............page:389-394

guan yu xiang dui hua de p=?np wen ti de zhu ji
Song Enmin Jin Renchao Huang Wenqi

..............page:443-450

ge xu mo de f fu gai
zhu zuo tong ; zhou wei ;

..............page:477-478

guan yu gong zuo dui he ju zhen de zhu
Yang Yanchang

..............page:409-414

gong zuo fourier legendre ji shu ( ying wen )
Zhang Peixuan

..............page:365-371

on approximation by interpolating polynomials in c_ ~p spaces
S.P. Zhou

..............page:465-469

guan yu you xian sheng mo qian ru zi you mo
Jiang Fangming

..............page:404-408

guan yu jie xi suan zi zhi han shu de ji ge jie guo
Zhu Jiamin

..............page:395-398

guang yi laguerre ji shu de qi dian he guo du shou lian ( ying wen )
Zhang Liwei Feng Enmin Xia Zunquan

..............page:358-364

ju bu tu kong jian zhong ruo shou lian wang de ji ge xing zhi
sun you min ; an shi quan ;

..............page:464

guan yu perfect huan de yi ge zhu ji ( ying wen )
Chen Miaosen

..............page:372-374