Journal of Mathematical Research and Exposition 1986 Issue 1 guan yu yi xie ruo yu fang jin xing zhi zai lian xu bi ying she xia de ni xiang (1)

guan yu yi xie ruo yu fang jin xing zhi zai lian xu bi ying she xia de ni xiang (1)
Wang Yan-Ming

..............page:15-23

guan yu mi he gong shi de yi ban xing zhi
chen jing run ; li jian yu ;

..............page:43-50

guan yu p.n.p. ju zhen de pu xing zhi
zuo ming xian ;

..............page:63-67

brualdi-anstee cai xiang de fan li
chen yong chuan ;

..............page:68

fp- nei she mo jue ding ning ju huan yu if huan
xu yan song ;

..............page:25-30

weakly sequential completeness of orlicz spaces
wang yu wen ;

..............page:128

dui fang cheng zuo =-y+ x+mxy-y~2 de ji xian huan ji zhong fen bu wen ti zuo =x(1+ax) yi wen de yi jian
liang zuo ;

..............page:178

asymptotically optimal empirical bayes estimators for the parameters of normal distribution family

..............page:157-162

semiamart yu gaft lei de shou lian xing
Wang Zhenpeng

..............page:141-145

guan yu shannon de rong liang wen ti
Li Qiao

..............page:185-190

yong wei fen bu deng shi dui er jie ni xian xing fang cheng qi she dong qun de gu ji
mo jia zuo ;

..............page:85-91

a hamiltonian game
lu xiao yun ;

..............page:135-139

guan yu li nard fang cheng ji xian huan wei er xing ding li de yi dian zhu ji
wang yu min ;

..............page:79-83

fuzzy ce du kong jian shang de ji hu yu wei ji hu gai nian
wang zhen yuan ;

..............page:39-41

blei ling yi ju zhen de ji de yi xie ding li
yang an zhou ; li hao ;

..............page:14

duo bian liang shuang qu fang cheng zu chu zhi wen ti yi lei bian xi shu cha fen ge shi de wen ding xing
Wang Hung Jiang Ma Siliang

..............page:123-127

yi ge gei ding tu zhong hamilton quan shu de ji suan ding li
Shi yong bing

..............page:173-177

t_i kong jian wei s- bi kong jian de yi ge chong yao tiao jian (i=2(1/3),2(2/3),3,3(1/2),4,5)
Ji Z hi fang

..............page:35-37

han you dao shu de li man xing bian zhi wen ti
yuan yi rang ;

..............page:93-101

fang zhen zai gong zuo zhuan zhi bian huan xia de dui jiao hua yu tong shi dui jiao hua
yang an zhou ;

..............page:92

6q+1 ji 2 chuan di zhi huan qun ,q wei su shu
Li Hailing Shen Hong

..............page:55-61

ralations among radicals of -rings and a recult of kyuno

..............page:51-54

chen shi shi xing shi de ji fen gong shi
mei xiang ming ;

..............page:11-14

some centralizable matrices over a skew field

..............page:42

xu bao zuo jiang jin tong gao

..............page:2

dui bu wan bei ji shang d_ (f) de tan tao
lv yi zhong ;

..............page:184

ni xian xing zheng dui cheng zu ju fei xian xing te zheng de bian zhi wen ti
Lin Zhenguo

..............page:109-113

a numerical method for optimal input design by frequency domain criteria
yuan zhen dong ;

..............page:129-134

the characterizations of tensor product functors and their derived functors of left modules
li shi zheng ;

..............page:31-34

remarks on minimal hypersur faces of sphere with constant scalar curvature
wu chuan xi ;

..............page:146

alei ling yi ju zhen de ji de yi xie ding li
yang an zhou ; li hao ;

..............page:50

block diagonal dominance of matrix and spectral inclusion regions
feng ming xian ;

..............page:139-140

guan yu xian xing suan zi de gao jie bao he
yu xiang ming ;

..............page:75-78

linear oprator between d[a, b]and a banach space e
Liu Tiefu

..............page:24

wu zhou nian ji nian shi de hua

..............page:196

mi ji zhong wan quan de zi de ji ge de ge shu
yang an zhou ;

..............page:84

guan yu ni chang qu lv kong jian de tao lun
lou zhi yuan ;

..............page:179-183

the series sum from n=1 to (1/(n^k+1)e(-z^2k)/(n^2k)) oddk and riemann zeta function
wu yun fei ;

..............page:122

guan yu ju duo xiang shi xi shu de xian xing pian wei fen fang cheng jie de guang hua xing
an you shan ;

..............page:103-108

yi yuan de quan han shu yu pian han shu de ji de zui xiao ji shu
yang an zhou ; liu shi xiang ;

..............page:84

bazilevic han shu de yi ge xing zhi
yang ding gong ;

..............page:38-37

chebysev- zhong xin he bu dong dian ding li
Song Guozhu

..............page:69-74

yi lei er jie tuo yuan xing fang cheng zu de riemann-hilbert wen ti he di er wen ti
xu yong zhi ;

..............page:115-121

some hypersurfaces with constant mean curvature in a conformally flat riemannian manifold
shui nai xiang ; ou yang chong zhen ;

..............page:5-10

dui jiao hua yu tong shi dui jiao hua ( )
yang an zhou ;

..............page:102

lin jie n- leng - lian tong tu de zui xiao du
Shu Jian- ji

..............page:169-172

smoothness and differentiability of orlicz spaces
wang ting fu ; chen shu tao ;

..............page:62

markov chain must have a beginning"in memory of prof. loo-keng hua( hua luo geng )
zhong kai lai ;

..............page:1-4

qun yu ji shu ( )
yang an zhou ;

..............page:114

ke yin jin qun yun suan de liang lei ping mian tu
Mai Jiehua

..............page:163-168