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High-School Mathematics
1005-6416
1984 Issue 4
shu xue jiao xue zhong de si xiang jiao yu wen ti qian yi
yang zhi ; lao ge ;
..............page:19-20
bi bo ba he (bieberbach) cai xiang
zuo ke ping ;
..............page:33-36
xie hao jiao xue hou ji
zhang lian chang ;
..............page:20-22
zhua zuo
..............page:49
ying dang zhong shi ke ben xi ti de yan jiu
ge sheng yuan ;
..............page:11-13
zhi xian jie ju shi fang cheng jiao xue yi de
shao li kang ; tong shu jun ;
..............page:17
di san jiang cheng xu she ji ji chu
ye cheng ; lu jun feng ;
..............page:45-48
ji ge pei bo na qi gong shi de tui guang
liu bo jun ;
..............page:32
qiu yu he de jie da
sun ning ;
..............page:49-50
zheng duo bian xing xing zhi chu tan ( xia )
xie fa zuo ; tao si qing ;
..............page:23-27
ping mian ya suo bian huan de xing zhi ji qi yi ge ying yong
hong yu xing ;
..............page:41-42
cauchy bu deng shi de yi ge jiao jian zheng ming
liu zhong xing ;
..............page:18
hun he ji shu qiu he qian tan
ye ai ;
..............page:36-39
han shu f x =sum from i=1 to n ci(x-ai+bi2-2bi x-ai 1/2)1/2
tang guang song ;
..............page:29-30
tu duo bian xing de san ge zu he qu ti
zhang xian jue ;
..............page:43-44
si kao ti ( jiu ) jie da
..............page:50-52
qian tan qun shu lie
wu rong bao ;
..............page:39-41
guan yu n_r~n de mo ji wei shu ( xu )
luo yong tai ;
..............page:27-28
bian ti yao zhu yi ke xue xing
zhang jia lun ;
..............page:14
ping jun bu deng shi de yi ge gui na zheng fa
lin li cong ;
..............page:44