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Bulletin of Mathematics
0488-7395
2013 Issue 18
ke tang jiao xue zhong de mao lun
peng shu de ;
..............page:1-4
li tan gao zhong shu xue yu yan de yue du yu zhuan hua
jiang zhi jie ;
..............page:7-11
dui gao zhong shu xue zuo ye pi gai de ji dian ren shi
zhang wen hai ;
..............page:11-13
yong hao shu xue shi yan shou huo yi wai jing xi
zheng guan bao ;
..............page:21-25
jia gong chen ti ji huo ke tang zhang xian gong neng
chen rong ;
..............page:25-27
qiu jie fan wei wen ti zhong de chong fen yu bi yao
lan shi quan ;
..............page:28-29
zuo wei gou tong xu shi qiao liang de i
li hong chang ; xu zhang zuo ;
..............page:30-32
dui yi dao gao kao shi ti de zhi yi yu tan jiu
ma jin cai ;
..............page:34
wen ti
song qian bao ; song qian ming ;
..............page:35
ping xi
li guo mei ; liu cong sheng ; shen hong zheng ;
..............page:35-37
guan yu an+2=pan+1+qan de zhou qi xing
huang ke zhi ; huang jun hua ;
..............page:38-40
yi ge ji shu wen ti de tan jiu
zhu chun gang ;
..............page:40-41
tuo yuan zhong ji ge you mei de bu deng shi
qin qing xiong ; fan hua mei ;
..............page:44-45
ji yu jiao cai de shu xue shi ti ming zhi de ce lue yan jiu
song jian hui ;
..............page:46-48
wo wei gao kao she ji ti mu
cao feng shan ; chen hong bin ; luo zhi qiang ;
..............page:59-61
yi lei jing sai bu deng shi de zheng ming he tui guang
cha zheng kai ;
..............page:62-63
yi dao lian sai ti de ben zhi tan jiu
cui zhi rong ;
..............page:64-65
yi dao 2003 nian quan guo lian sai shi ti tan jiu de xin jin zhan
lv ai sheng ; yang tong wei ;
..............page:65