yi lei bu ding fang cheng jie de tao lun
qiu yong bo ;

..............page:74-75

yong xia yi xiang dui lun li lun fen xi yun dong dian he jian de zuo yong li
xu xin hong ;

..............page:38-44+61

Symmetries of (2+1)-Dimensional KdV-Ito Equation in the Bilinear Form~1
PingHAN Department of Physics;Zhoushan Normal College;Zhoushan 316004;ChinaSen-Yue LOU Fudan T.D. Lee Physics Laboratory;Department of PhysicsFudan University;Shanghai 200433;China andDepartment of Physics;Ningbo Normal College;Ningbo 315211;China2 andInstitute of Theoretical Physics;Academia Sinica;Beijing 100080;China

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

gao jie chang xi shu xian xing wei fen fang cheng lian huan jie fa de gai jin
zhu hao feng ;

..............page:15-19+8

nwei qiu ti de yi ge ji he xing zhi
chen zhi yong ;

..............page:21-23

dao chu bian huan de te zheng duo xiang shi de xing zhi
he ri ting ;

..............page:20

guan yu dong li xue wen ti de tan tao
zhang tun sheng ;

..............page:71-73

ma yuan san jiao xing de zhi shu tui guang
jin yan ;

..............page:76-77+81

The Establishment of the Projections of Four to Seven-Dimensional Rectangular Coordinate Systems into the Three-Dimensional Space
Shi Kaida

..............page:1-8

yong tong ji li lun fen xi guang chang de shi kong xiang gan xing
xu xin hong ;

..............page:31-37

zu ni pao she ti yun dong de shu zhi qiu jie ji qi mo ni
zhe jiang shi fan da xue wu li ji suan ji fu zhu yan jiu ke ti zu ;

..............page:45-51

guo yang hua wu mei tong gong mei zai huang gua you miao zi ye , zi ye bing pei zhou gen dang zhong de dian yong bi jiao
wang jian ping ;

..............page:52-58

bu jin gen shi de ji ge zhong yao ding li
zhao you qun ;

..............page:78-81

jian hua yi huo ji xiang lin guan xi zong he she ji tu yi huo ka nuo tu
Liu Tian-hui Department of physics;Zhoushan Teachen’s College316000;The people’s Republic of China.Shang Zhenhua Department of Radio Engineering;Southeast University;210096 The people’s Republic of china.

..............page:24-30

fen bu ji fen fa de tui guang gong shi
zhu hao feng ;

..............page:67-70

jie he jiao cai shi ji , zhong shi xue sheng neng li su zhi pei yang
wu zhang wen ;

..............page:62-66