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Bulletin of Mathematics
0488-7395
1994 Issue 2
zhi xian de can shu fang cheng
zhou wei fa ;
..............
page:1-3
yun yong xin li gui lv gai jin jiao xue fang fa
xu chong cai ;
..............
page:13-15
shu xue jing sai zhi chuang
..............
page:32-37
neuberg pedoe bu deng shi de si mian ti tui guang
chen ji ; wang zhen ;
..............
page:22-24
shen ru yan jiu ke ben gao hao gao san fu xi cong gao kao shi ti yu ke ben li xi ti de guan xi tan qi
hong xiu man ; kong yu zhen ;
..............
page:25-29
gou zao duo xiang shi jie ti
feng zhi gang ;
..............
page:37-39
zi ran shu fang mi de ping fang cha fen chai gong shi
li jian zhang ;
..............
page:18-20
zi ran shu fang mi he de yi ge xing zhi de zheng ming
liu hui cheng ;
..............
page:20-22
wen ti zheng jie
..............
page:39-41
tuo yuan shuang qu xian he pao wu xian xing zhi de xiang guan xing
zou lou hai ;
..............
page:6-9
fu shu yun suan de ji he yi yi
zhou xi bing ; zheng shu zuo ;
..............
page:3-6
yi yuan san ci shi de you yi zhong fen jie fa chai zhong jian xiang fen zu fen jie fa
luo wan ;
..............
page:11-13
zheng ti ce lue zhong de cao zuo wen ti
zheng tang gen ;
..............
page:9-11
r n~m de zhou qi xing
gan zhi guo ;
..............
page:24
tu m bian xing de po fen wen ti jian tan 1993 nian gao zhong shu xue lian sai er shi yi ti de lun zheng
xu xue wen ;
..............
page:15-18
94 jie wu gang san zhong sheng shi yan zhong xue deng qi suo hu bei sheng zhong dian zhong xue di yi ci lian kao shu xue shi juan
..............
page:29-32