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Journals   A B C D E F G H I J K L M N O P Q R S T U V W X Y Z
Journal of Mathematical Research and Exposition
1000-341X
1986 Issue 2
ping ci jia fan han yin lun
li bang he ;
..............page:110
guan yu zi gong zuo suan zi de te zheng
li shao kuan ;
..............page:153-154
a note on first order differential equation
zdravko f.starc; li hong xiang ;
..............page:167-169
guang yi chao shuang qu xing fang cheng zai cheng ji qu yu zhong de dirichlet wen ti
wu fang bin ;
..............page:57-62
cyclic vectors for bilateral weighted shifts and other problems
liu long fu ;
..............page:143-145
huan de ji xiao tiao jian yu ji da tiao jian de deng jia xing
xu yan song ;
..............page:15-16
qiu toeplitz ju zhen ge jie zhu zi shi he te zheng zhi de o(n~2) suan fa
you zhao yong ; li lei ;
..............page:94
zhu mian shang dai you zhou qi qiang po xiang de lienard fang cheng zhou qi jie de cun zai xing
wu xing bao ;
..............page:35-40
on trigonometric splines
..............page:81-87
on subharmonic extensions
gong xian zong ;
..............page:161-164
an extension of the turan inequality in l_p-space for 0<p<1
zhou song ping ;
..............page:27-30
liang jie duan chou yang de xu guan mi du gu ji
zhao lin cheng ;
..............page:125-132
the uniqueness and approximate solution of the positive solution of the uniform u0-convex operator equation
li guo zuo ;
..............page:155-157
guan yu fu guang hua yu fu yan ge tu de fu banach kong jian
zhao huan guang ;
..............page:31-34
banach kong jian shang xian xing suan zi de wei tiao jian shu
du hong ke ;
..............page:159-160
guan yu mhr yi huan de yi ling zi huan
hui chang chang ;
..............page:147-148
bian xi shu xian xing xi tong wen ding xing de ji ge jie guo
zhang yi ;
..............page:124-123
a class of singular pseudo-homogeneous pseudodi fferential operator
dai zheng de ;
..............page:165-166
gao jie zhong li xing fang cheng jian jin wen ding xing de dai shu pan ding
yu yuan hong ;
..............page:171-172
guan yu jie he huan shang de wei shang
niu feng wen ;
..............page:149-150
huan de zhong xin mi deng yuan yu boolean dai shu de biao shi
Li Hui Shi
..............page:151-152
the dirichlet problem for a class of nonlinear elliptic equations
lu wen duan ;
..............page:51-56
lun yu shang he ke huan huan shang de qun dai shu de jacobson gen ji
Xiong Sheng Li
..............page:9-13
mou xie ban qun zi fan chou zhong de zhang liang ji
Li Shizheng
..............page:17-19
ping mian tu de li lun yu si se wen ti (v) si se wen ti de ji suan ji jie jue tu jing
Liu Yan Pei
..............page:175-188
on the approximation of combination of linear operators
yu xiang ming ;
..............page:21-25
asymptotic estimation for hermite-fej r type interpolation of higher order
sun zuo hua ;
..............page:89-93
hom functors from a regular category
yu yong xi ;
..............page:1-4
a note on the lanczos algorithm for skew symmetric eigenvalue problem
cao zhi hao ;
..............page:88-87
cong (?)- tong diao qiu dao (?)- jin zhi hausdorff kong jian de (?) ying she wen ti de yi ge ding li
zhang zeng xi ;
..............page:5-8
dan yuan ji duo yuan han shu guan yu duo dian de yi zhong cha zhi duo xiang shi ji qi yu xiang
xiong zhen xiang ;
..............page:173-174
numbers of functional lattices
..............page:26
fei can shu hui gui han shu he gu ji de yi zhi qiang shou lian su du
li jin ping ;
..............page:111-116
three combinatorial identities
Chu W enchang
..............page:170
guan yu kalman de biao zhun xi tong fen jie ( ying wen )
Guanrong Chen and Charles K. ChutDepartment of Computer Science Department of MathematicsZhongshan University Texas A & M UniversityGuangzhou;China College Station;TX 77843;U.S. A.
..............page:75-80
zai lun zui jin lin pan bie fen xi
bai zhi dong ; chen xi ru ; chen gui jing ;
..............page:133-142
guan yu bloch fa ze de yi ge zhu ji
li song ying ;
..............page:146
guan yu han shu xi {e- ? nxxsn-1} de yi xie wen ti
shen zuo chang ;
..............page:63-74
a characterization of a p uniformly convex space
pan xing bin ;
..............page:158
you xian qun zhong yi ge wei jie jue de diu fan tu fang cheng
sun zuo ;
..............page:20
guan yu lienard fang cheng gui xian de gu ji bu deng shi
chen xiu dong ;
..............page:14
yi lei zhong te zheng fang cheng fei qi ci goursat wen ti jie de cun zai xing
Lu Zhujia
..............page:41-50
sui ji zhong zhi shi yan de xian xing mo xing zhong can shu gu ji de ji ge xing zhi
Lin Zhengyan
..............page:105-109
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