zuo lou de gen duan ji gen jian pei yang yu qi guan fa sheng
Chen Hui

..............page:53-57

da tong shi chan ye jie gou bian dong dao xiang xuan ze
Chen Jiwang

..............page:66-70

ju xing bo dao zhong bo xing de liang zhong pan bie fa ji qi bi jiao
Zhang Fenghui

..............page:26-27

qiu mian shang de wan bei ji xiao dupin chao qu mian
Shu Shichang

..............page:15-18

gong jia jian de jian neng yu dian zi ji fa neng he cheng jian neng li de guan xi
Zhang Caiyun Zhang Jinhu

..............page:28-32

shan xi shi da xue bao bian ji bu zu cheng ren yuan ming dan

..............page:81

si chuan zuo si er xin zhong ( zhi chi mu : zuo si zong ke )
Shi Fuming Zheng Zhemin

..............page:44-46

fan ying jin du zai wu li hua xue zhong de ying yong
liu cheng jun ; shen xing shan ; xue ju feng ;

..............page:76-78

lan qiu tou lan zhong qiu de xuan zhuan wen ti
Wang Jiantao Xu Yuming

..............page:71-75

ji zhi ying she kong jian de ascoli ding li
He Wei

..............page:5-8

feng chan gou ji shu de gai tu xiao neng
Zhang Yuzhuang Hong Jianping Qu Pingzhu Li Haiyan Yuan Junqin Feng JinSheng Yang Bo

..............page:58-65

er yuan han shu ke wei de chong yao tiao jian
Dai Wenhui

..............page:1-4

cong tq 206 liu fen zhong hui shou cu suan
Wang Yinye

..............page:38-40

xin jiang pu gong ying shu zhi wu de hua fen xing tai yan jiu
Zhai Datong

..............page:47-52

yi lei guang yi ji fen fang cheng de jie
Yan Yubin Cui MingenIn this paper;the result of [2] is developed;we give a new Hilbert space W2’[0;∞) and get its reproducing kernal. In the end;we give the exact solution of a kind of generalized integral equation. The solution has the same propertie

..............page:9-14

b₃h_m xing peng wan fen zi de cong tou ji suan yan jiu
Wu Haishun Zhou Weiliang Pan Daokai

..............page:33-37

fu li ye bian huan lei quan xi tu zai xian xiang po xi
Yang Hu

..............page:19-25

san lv hua tie cui hua huan yuan fang xiang zu xiao ji hua he wu
Han Jianghua Zhao Minggen Li Yunxu

..............page:41-43

shan xi sheng tu rang xi bei jing zhi yu da gu jie bing de guan xi
shi chong wen ; guo zuo lan ;

..............page:79-80