fu li li ti de ji zhong jiao xue fa
xu xin hong ;

..............page:67-68

cong euclid kong jian tan gai lv bu deng shi
zheng yong ;

..............page:59

xian wei su mei de yan jiu jin zhan ji qu xiang
wang jian ping ;

..............page:42-46

wu li jiao xue zhong jian chi bian zheng fa jiao yu de chang shi
wei jin zuo ;

..............page:69-71

An Exact Solution to the Combined KS and EdV Equation
Jie-fang Zhang

..............page:30-32

she ji yi ge fei ju yu dui cheng de kaup-kupershmidt fang cheng xin de jing que jie
Han Ping

..............page:33-36

duo bian liang luo ji han shu ji he biao da fa
Liu Tian-hua

..............page:1-5

zhi dian dong neng ding li zai fei guan xing xi zhong de tui guang ji ying yong
wang shi lai ;

..............page:65-66+29

fen xi li xue de kanc fang fa
zhang jie fang ;

..............page:37-41

zhen dong he bo dong jiao xue de ji dian ti hui
xu xin hong ;

..............page:60-64

tong yong gong zi chu li ruan jian de bian zhi
li guang fei ;

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

ge lan mu ju zhen yu zheng ding ju zhen
tang jian guo ;

..............page:72-75

ni ju bu lian tong kong jian
li hui ;

..............page:47-49+41

si zhi qi wei kong jian zhi jiao zuo biao xi de san wei mo xing jian li ji qi ying yong
shi kai da ; liu tian hui ;

..............page:6-20

duo bian xing de zhong xian he zhong xin
xu su jiao ;

..............page:55-58

yi zhong xin xing ci kong guan de neng liang shu chu xi tong
Jie-fang ZhangInstitute of Nonlineal Physics and Department of Physics;Zhejiang Normal University;Jinhua 321004. Zhejiang P.R.China

..............page:21-29