Mathematica Applicata 1997 Issue 4 guan yu ban wan quan huan de tao lun

guan yu ban wan quan huan de tao lun
Deng Peimin

..............page:56-59

sui ji wei fen fang cheng zhong zhi wen ti de ruo jie ( ying )
Huang Zhiyuan;Lin Qingquan

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

ju you shuai jian ji yi de duo wei ying she de bi jin he xi tong shi bie ( ying )
Jiang Chuanhai;Wu Xiaowei

..............page:114-118

zuo he hao san klein-gordon-schr dinger fang cheng zu de zheng ti xi yin zi ( ying )
Li Yongsheng;Chen Qingyi

..............page:44-49

yi lei bian jia ge de wu zi ku cun you hua mo xing
Chen Chenyun

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

can shu bu que ding fei xian xing zu he da xi tong de lu bang wen ding xing ji can shu lu bang yu de gu ji ( ying )
Lu Xingya;Yan Xinggang;Zhang Siying

..............page:50-55

on some total chromatic number ofouterplanar graphs with (g) = 6(english)
Zhang Zhongfu;Lu Xinzhong;Han Jincang

..............page:90

(n1,n2) xing er zhong (r1,r2)- xun huan ju zhen ni ju zhen de cha zhi qiu fa
Jiang Zhaolin Gao Lanchang Sun Qingying

..............page:80-84

riccati fang cheng de dai shu qu xian jie ji qi dan zhi qun
Li Meisheng Bao Jiguang

..............page:39-43

quan fei fu zhen de hadamard-fischer bu deng shi de ji ge gai jin
Liu Jianzhou

..............page:105-110

jie wu yue shu zui you hua wen ti de kuai gong zuo fang xiang fa
Zhao Yinglioang Xu Chengxian Ma Xiaofang

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

bian zhi wen ti de mou xie cun zai ding li ( ying )
Wu Guangrong and Shen Zuhe

..............page:91-94

liang can shu xian xing ji fen wei fen zuo xing sui ji fang cheng jie de cun zai xing gui dao wei yi xing he shou lian xing
Liang Zongxia Zheng Mingli

..............page:33-38

xiang liang zui you hua wen ti de lagrange dui ou yu ze yi ding li
Huang Zhenghai;Hu Shingeng;Sheng Yi

..............page:18-22

yi lei fei bao he liu dong de fourier ji shu jie ( ying )
Li Shuanhu

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

xiang liang chang ping fang he suan zi de te zheng zhi wen ti
Luo Xuebo;Niu Pengcheng

..............page:101-104

fang jin ji shang de ni bian fen bu deng shi
Zhang Changbin

..............page:127-130

yi lei ban xian xing tuo yuan fang cheng de gai lv jie fa ( ying )
Yang Chunpeng

..............page:85-89

newton fang cheng zhou qi jie cun zai xing de gou zao xing zheng ming
Li Weiguo;Wu Guangrong

..............page:124-126

ying yong shu xue zheng gao jian ze

..............page:135

yi lei fei ju bu ni xian xing shuang qu zu de zheng ti jing dian jie
Li Dazhi

..............page:6-7+136

yi lei fei ju bu fan ying kuo san wen ti
Mo Jiaqi

..............page:111-113

guang hua fen bu han shu fen wei shu gu ji de zhu ji ( ying )
Zhou Yong

..............page:8-13

tuo pu kong jian de shou suo he yu ban shou suo he ( ying )
A.E. EI--Ahmady ＆ A. M. Kozae

..............page:76-79

zhong jian xi shou jie zhi can shu ( (3), (3))( ying )
Liu Jijun

..............page:95-100

ding chang navier-stokes fang cheng de petrov-galerkin fang fa
Hua Cuncai;Li Kaitai and Ma Yichen

..............page:23-29

gwinner bian fen bu deng shi he yin bian fen bu deng shi
Zhang Congjun

..............page:131-134

fei guang hua duo mu biao gui hua de bu dong dian suan fa ( ying )
Hu Xinsheng Li Guangzhen Li Shuyang Shi Baochang(Dept. of Math.;Huazhong University of Sci.

..............page:65-70

yi lei shuang can gong zhen de liang fang cheng bian zhi wen ti jie de cun zai xing
Dong Xiaoyan

..............page:119-123

hunt liu ci qu mian de dai shu yan jiu
Xu Zhicai;Zhang Wenxiang

..............page:14-17