1000-341X
1982 Issue 4
zuo wei yi yuan deng ju jie dian yang tiao tui guang de duo yuan yang tiao ( ying wen )
Charles K. ChuiDepartment of Mathematics Texas A&M University College Station Texas 77843 USARen-Hong WangDepartment of Mathematics Jilin University Changchun Jilin;China
Charles K. ChuiDepartment of Mathematics Texas A&M University College Station Texas 77843 USARen-Hong WangDepartment of Mathematics Jilin University Changchun Jilin;China
..............page:99-104
qu bian san jiao xing ji qu bian si bian xing shang de hun he han shu cha zhi ge shi
Deng Chuan-fang
Deng Chuan-fang
..............page:65-72
..............page:173-182
liang dian yi jian
zhu wu ;
zhu wu ;
..............page:188
zuo r-n mo de fan chou yu hom han zi
By Yu Yong-hsi
By Yu Yong-hsi
..............page:21-30
dui yu zhi huan qiu ni de yi ge suan fa ( ying wen )
Huang Bing-chao Department of Computer Science;Jilin University
Huang Bing-chao Department of Computer Science;Jilin University
..............page:115-114
opial bu deng shi er shi nian
chen wen zhong ; feng gong ji ; wang xing hua ;
chen wen zhong ; feng gong ji ; wang xing hua ;
..............page:151-166
gao jie ni xian xing ni shuang qu xing fang cheng zu
By Zhou Yu-lin Fu Hong-yuan
By Zhou Yu-lin Fu Hong-yuan
..............page:37-50
ping er ze ke xue tong xun
zhong kai lai ;
zhong kai lai ;
..............page:189-190
..............page:135-141
u- tong ji liang de fen bu de fei yi zhi xing shou lian su du
zhao lin cheng ; chen xi ru ;
zhao lin cheng ; chen xi ru ;
..............page:109-112
..............page:77-84
lei 2 de chang shu lian luo li man kong jian
By Ouyang Chongzhen Wang Zhongcai
By Ouyang Chongzhen Wang Zhongcai
..............page:1-8
guan yu zheng tai ji fen de yi ge bu deng shi
Wang Jin-gong
Wang Jin-gong
..............page:73-76
ON A CONJECTURE ABOUT NONLINEAR FILTER FOR BILINEAR SYSTEMS
Yu Yin Huazhong University of Science and Technology
Yu Yin Huazhong University of Science and Technology
..............page:117-118
jia ru mei you su shu gai nian gai zen me ban ? zhong guo shu xue shi de yi ge ce mian
mo shao zuo ;
mo shao zuo ;
..............page:183-187
..............page:199-203
da ping er ze ke xue tong xun
hou zhen ting ;
hou zhen ting ;
..............page:191-194
On a General Probabilistic Representation Formula for Semigroups of Operators
D. PfeiferPostal address:Dietmar PfeiferInstitut fur Statistik und WirtschaftsmathematikRheinisch-westfalische Technische Hochschule AachenWullnerstr. 3D 5100 AachenWest Germany
D. PfeiferPostal address:Dietmar PfeiferInstitut fur Statistik und WirtschaftsmathematikRheinisch-westfalische Technische Hochschule AachenWullnerstr. 3D 5100 AachenWest Germany
..............page:93-98
liang dian kan fa
ni jin ;
ni jin ;
..............page:20
ping bu dong dian ding li
Chen Xiudong
Chen Xiudong
..............page:56-55
zuo lun yu shu xue ji chu wen ti ( )
Hsu L. C. Chu W. J.Yuan S. W. Tseng Y. S.
Hsu L. C. Chu W. J.Yuan S. W. Tseng Y. S.
..............page:121-134
..............page:57-64
zuo ling hua zi ju sheng lian tiao jian huan de yi ge ding li de jian dan zheng ming
zhou shang chao ;
zhou shang chao ;
..............page:116
sl(3,p~n) de cartan bu bian liang
By Ye Jia-chen
By Ye Jia-chen
..............page:9-19
zu he shu xue yu zu he xue dao yin
lin hua yi ;
lin hua yi ;
..............page:197-198
..............page:85-92
..............page:31-36
robust statistics yi shu ping jie
chen xi ru ;
chen xi ru ;
..............page:195-196
..............page:105-108
xu lie kong jian shang de er ji zuo bian han shu i
Wu Congxin Zhao Linsheng
Wu Congxin Zhao Linsheng
..............page:143-150
riemann zeta han shu de yi ge biao da shi
zhang nan yue ;
zhang nan yue ;
..............page:119-120