1000-341X
1994 Issue 4
hadzic bu dong dian ding li de gai jin
fang jin zuo ;
fang jin zuo ;
..............page:565-568
dai you dong li xue tiao jian de gao wei yi xiang stefan wen ti
Liu Zuhan Yuan Guangwei
Liu Zuhan Yuan Guangwei
..............page:486+479-486
..............page:536+533-535
lipschitz fan han de ben zhi lin jie dian
Fan Xianling
Fan Xianling
..............page:557-560
suan zi dian tai bian li ding li
*Tao Zhtguang . Wei Wenzhan
*Tao Zhtguang . Wei Wenzhan
..............page:492+487-492
kong jian wang ge shang de san ci gc cha zhi ge shi
Shi Xiquan Wang Tianjun(Beijing Univ. of Aeronautics & Astronautics
Shi Xiquan Wang Tianjun(Beijing Univ. of Aeronautics & Astronautics
..............page:545+539-543+545
guan yu zhong ji fen huan yuan gong shi zheng ming de yi ge ping zhu
Shi Xiquan Zheng Sining Shi Shulan
Shi Xiquan Zheng Sining Shi Shulan
..............page:632-634
..............page:603-606
group boolean algebras
/W .B. Vaeantha Kandasamg
/W .B. Vaeantha Kandasamg
..............page:522-524
zi ran shu hua fen zhong yi zhong xin yue shu
na lv hong ; lou hui yuan ;
na lv hong ; lou hui yuan ;
..............page:574
er jie fei xian xing cha fen fang cheng de riccati bian huan
Yang Yujun Zhang Wetguo
Yang Yujun Zhang Wetguo
..............page:585-590
w j leveque de yi ge ding li de zhu ji
Yu Hongbing
Yu Hongbing
..............page:538+537-538
artin ban dan huan de te zheng
Liu Zhongkui
Liu Zhongkui
..............page:532+529-532
xi tong x y y g x f x y de ji xian huan wei yi xing wen ti
Chen Xiudong Suo Guangjian
Chen Xiudong Suo Guangjian
..............page:596-598
..............page:512+509-512
huan de ruo zheng ze xing
Li Fang
Li Fang
..............page:607-611
guan yu z ying she yu ju bu lian tong kong jian de ji ge ding li
cao shang min ;
cao shang min ;
..............page:552
zi fan he chao zi fan zi kong jian ge
Li Jiankui
Li Jiankui
..............page:553-556
..............page:569-573
lu dai shu de you xiang tu te zheng yu brown mccoy gen
Chen Hui Gao Zhenlin
Chen Hui Gao Zhenlin
..............page:617-620
differential subordination and conformal mappings
S. Bhoosnurmath S.R. Swang
S. Bhoosnurmath S.R. Swang
..............page:493-498
guan yu zi tong gou zuo yong xia de bu bian yuan
Pan Qingnian
Pan Qingnian
..............page:575-578
ni nei she mo zhong de xiao qu ding li
Wu Chengwei
Wu Chengwei
..............page:599-602
you mian ji de qu xian de xing zhi ji gao wei tui guang
Wang Fuquan Li Houqiang
Wang Fuquan Li Houqiang
..............page:579-584
..............page:546
..............page:612-616
yi lei huan de jie gou
Guo Hiuzhan;Wei Bing;Yang Yongguo
Guo Hiuzhan;Wei Bing;Yang Yongguo
..............page:528+525-528
chao kong jian 2~x de ju bu fu gai xing zhi
Yang Xu Abstrict We discuss some local covering properties of 2￣x;and prove that some coveringproperties are equivalent to local properties in 2￣x.
Yang Xu Abstrict We discuss some local covering properties of 2￣x;and prove that some coveringproperties are equivalent to local properties in 2￣x.
..............page:521+517-521
guan yu quan tu de qiang wan mei xing
Zhang Zhongfu Lu Xinzhong WangZiguo Shen Xuejun
Zhang Zhongfu Lu Xinzhong WangZiguo Shen Xuejun
..............page:621-624
banach kong jian de bao chi duan dian
Li Yongjin
Li Yongjin
..............page:516+513-516
..............page:625-631
fei xian xing fang cheng zu de ju you dan bian chu zhi tiao jian de fen lie xing dan diao die dai fa
Peng Hong Xu Zongben You Zhaoyong
Peng Hong Xu Zongben You Zhaoyong
..............page:591-595
guan yu yu bi jin de yi dian zhu ji
Song Wenhua
Song Wenhua
..............page:551+547-551
..............page:508+499-508
ju bu h tu kong jian ji qi bu dong dian ding li
Zhang Shisheng Xiang Shuwen)
Zhang Shisheng Xiang Shuwen)
..............page:561-564