liao shan tao jiao shou de wei fen dong li xi tong yan jiu gong zuo
Zhang Zhusheng

..............page:184-190

hermite-fej r duo xiang shi bi jin han shu lei lipa,0< 1 de zhan shi
Jiang Yuanlin

..............page:209-218

ya chun han shu qi yi fang xiang de tao lun
Pang Xuecteng

..............page:235-241

jin hu hermite-fej r cha zhi duo xiang shi zhi bi jin
Xie Tingfan

..............page:191-198

Non-existence Results for Quasilinear Elliptic Equations in Unbounded Domains
Shen Yaotian Ma Runian

..............page:245-249

liao shan tao jiao shou de dai shu tuo pu yan jiu gong zuo
Wu Zhende

..............page:180-183

chao mi deng huan de jiao huan xing
Shen Guangyu

..............page:232-234

tong xing kong jian de yi xie zhu ji
Han Jingluan

..............page:199-202

hilbert kong jian de yi ge te zheng xing zhi
Liu Peide The following theorem be proved. A Banach space X is isomorphic to Hilbert space iff the inequalityholds for every martingale f = with values in X;where Φ is any restrictively increasing Young’s convex function on [0;∞)and C is a constant depend only on the space X and the function Φ.

..............page:219-225

ABSTRACTS OF DOCTORIAL DISSERTATIONS

..............page:253-255

schr zuo dinger suan zi de gong zhen li lun
Wang Xueping

..............page:150-169

ji zhi dian he zhi cheng dian li lun de yi xie jie guo
Liu Shuqin Zhang Yulin Ma Wancang Ma Jinxi

..............page:129-142

zhu he liao shan tao jiao shou rong huo di san shi jie shu xue jiang he wo guo zi ran ke xue yi deng jiang
shu xue jin zhan bian ji bu ;

..............page:179

The Maximum Size and Related Extremal Graphs of Critically h-Edge-Connected Graphs
Xu Junming

..............page:249-250

guan yu bu ke yue kong jian
Gao Guoshi

..............page:143-149

yi zhong goldbach ke huan huan r shang de dirichlet ding li
Shen Fuxing

..............page:242-244

fang she li dai shu shang ji ben mo de ji da quan
Xie Chuanfu

..............page:226-231

wei fen suan zi de ji
Cao Cewen

..............page:170-178

Several Results on Systems of Residue Classes
Sun Zhiwei

..............page:251-252

er jie fei xian xing wei fen fang cheng zuo +f(t,x)=0 de 2 - zhou qi jie
Ge Weigao

..............page:203-208