gan su qing hai ning xia xin jiang se qiu zao ke de yan jiu
cheng zi jun ;

..............page:32-39+110-113

gong zhen lun zai you ji hua xue zhong de ying yong
chen ji chou ;

..............page:81-90

mei guo wu ji hua xue jiao xue gai ge dong tai
zhang lian xiang ; wang shang xian ; lu ai ru ;

..............page:91-102

li yong xiang zhuan yi cui hua fa he cheng fang ji 2 4 er xiao ji ben ji mi
wang kai ke ; qi chun he ; wang wei guo ; wang yong cheng ; li man zeng ; pei pei tian ; li zhao rong ; wu fa tang ; chen ji chou ;

..............page:73-75

dui zhong xue ti yu jiao xue da gang de ji dian jian yi
wang xi fu ;

..............page:103-107

tao zhong nong tian de huan liu te zheng he sheng chan yi yi
dong hong ru ; deng zhen zuo ; zheng yong ren ; liu lie xiong ;

..............page:48-61

guan yu ying yong liu shu ding li ji suan integral from n=a to b r x k a,b,x dx xing ji fen yu integral from n=a to b r x (k a,b,x ]^-1dx xing ji fen de zhu ji
liu zuo ;

..............page:15-26

gan su qi shu di li fen bu ji di fang pin zhong de yan jiu
xing heng tai ; liang wan fu ;

..............page:40-47

dai tian guang neng he er yang hua tan li yong yan jiu cheng guo jian ding hui zai wu wei ju xing
ji shi ;

..............page:108-109

dui gan su sheng tie lu bu ju wen ti de tan tao
qin fu ming ; zheng bao xi ;

..............page:76-80

wu qiong wei kong jian zhong ying xiang de guang yi ke wei xing
yao qing liu ;

..............page:1-14

gao su mai chong de su du you zhi
zuo zhao yi ;

..............page:27-31

di tu bi li chi
xiang chuan zuo ;

..............page:62-72