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Bulletin of Mathematics
0488-7395
2016 Issue 12
yong jiao cai jiao pan huo shu xue yu ren yi pan qi
yang zhi chang ;
..............
page:1-5
li yong xin xi ji shu zai shu xue shi yan zhong shen hua xue sheng de shu xue si xiang
ding hao yong ;
..............
page:5-9
guan cha gui na cai xiang fa xian ji yu shu xue jiao xue she ji pei yang xue sheng he qing tui li de shi jiao
zhang kun ; zhang nai da ;
..............
page:9-13
rang jiao cai cheng wei ke tang jiao xue chuang xin de cui hua ji
feng ke yong ;
..............
page:13-16
jing xin chuang she wen ti chuan ji huo xue sheng si wei
xu zan jin ;
..............
page:17-20
ba wo shu xue ke tang jiao xue ti wen de shi ji
zhao xu chang ;
..............
page:21-24
wei shi pin rang gao zhong shu xue xi ti ke fan zhuan chu gao xiao lv
huang zuo ;
..............
page:25-28
yuan dian dao yuan dian : ji yu gai nian zhuan bian xin li guo cheng de jiao xue she ji yi qu xian zai yi dian chu de qie xian wei li
yu jin rong ; he jin hong ;
..............
page:29-31
li tan shu xue gui na fa de chuang xin ying yong
lan yun bo ;
..............
page:32-35
yi dao jue dui zhi bu deng shi shi ti de jie fa po xi ji bei jing tan jiu
jiang ya jun ; wei ding bo ;
..............
page:35-37
diao he ji shu sum(1/k) from k=1 to n de xing zhi yu ying yong
nie wen xi ;
..............
page:38-40
zai shuo yi dao sai ti
zhang cheng bing ;
..............
page:40-41
ping xi wen ti 242
..............
page:42-44
liang dao guai yi bu deng shi ti bei jing de wa jue ji tuo zhan
zhang yan zong ; hu shui lin ;
..............
page:45-47
tan jiu yi ge dai shu bu deng shi de xin lu li cheng
an zhen ping ;
..............
page:47-48
yi dao jiao cai xi ti de yan jiu xing xue xi
peng guang yan ;
..............
page:49-53
dui li ti ji he zhong de xiang liang fang fa fu xi ke de jiao xue si kao
zheng liang ;
..............
page:54-59+66
wo wei gao kao she ji ti mu
..............
page:60-62
yi pa si ka ding li wei ti gen de bian ti tan yuan
gan da wang ;
..............
page:63-66