Journal of Northwest Normal University(Natural Science) 1985 Issue 1 xian xiang tu di li yong tu she ji de ji ge wen ti

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Journal of Northwest Normal University(Natural Science)
1001-988X
1985 Issue 1

xian xiang tu di li yong tu she ji de ji ge wen ti
xiang chuan zuo ; liu bai zhong ;

..............page:49-56

zai wu ji hua xue jiao xue zhong de dian di ti hui
pu sheng sen ;

..............page:73-74+67

guan yu tong chou fa de gai jin yi jian
ge jia yao ;

..............page:18-30

hong de gui ze de li wai ji qi yan ge biao shu
yu geng zuo ; zhang chang yan ;

..............page:31-33

xin xi tu gui liu san yuan hua he wu re₆si_10/3s₁₄ re=y he gd de he cheng ji qi jing bao can shu de ce ding
gao jin zhang ; zhong jing quan ; chang dao hong san ;

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

hong wai ji guang you dao jian er jia ben de yi gou hua fan ying ( )
zuo en hui ; geng zhi yuan ; zhao xiao hong ; zhang chang yan ;

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

ju csc((t-s)/2) he de fei xian xing qi yi ji fen fang cheng jie de fen qi
huang gang ; li bao ;

..............page:14-17+13

bei fang tong yu ( ge zi yu ) de sheng tai ji qi yang zhi
xing xiang chen ;

..............page:47-48

bei yue tiao gao jiao xue shou duan zuo tan
song qi can ;

..............page:83-90+94

quan xi zhao xiang shi yan zhong de shi xiang
cheng tong fang ; zhao yan zuo ;

..............page:34-36

gan nan di zhi gou zao yu you guan di mao zhi bei te zheng
yang xiu fen ;

..............page:56-64

lun g zuo del bu wan quan xing ding li ji qi fang fa lun yi yi
wang zhong chun ; ji shan zuo ;

..............page:5-9

gong shi sum from n=1 to 2n-1(sin(n~2 /2n)/sin(n /2n))=n de yi ge zheng ming
zheng xian zu ;

..............page:65-67

bian fen bu deng shi jie de cun zai ji wei yi xing ding li
yao qing liu ; shen yu ;

..............page:10-13

fang huan qin dian qu dai li lun ding liang hua de jiao xue
sun zhong zuo ;

..............page:75-82+9

he xi san di qu liang qi pa xing dong wu bu cha
li jia kun ; yao chong yong ;

..............page:42-47

hamilton qun
wang shi min ;

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

sum from m=1 to n(m~k) qiu he gong shi xi shu de ji suan
zeng ji fu ;

..............page:68-72