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Advances in Mathematics(China)
1000-0917
1966 Issue 1
bu shi ding de bian zhi zuo de yan jiu ( )hadamard yi yi xia de fu he xing pian wei fen fang cheng de cauchy zuo
d. man ri long ;
..............
page:67-71
dai shu qi xing cu de dui ou you li fen ge
li qiao ;
..............
page:75-78
fang cheng dy / dx =(sumq
ij
x
i
y
j
from 0 i+j 2)/(sum p
ij
x
i
y
j
from 0 i+j 2) suo ding yi de ji fen qu xian de ding xing yan jiu : lei fang cheng de ji xian huan
luo ding zuo ;
..............
page:42-49
yi lei you bao chou de zuo er ke fu jue ce guo cheng zui you hua zuo de xian xing yao hua mo xing
gui xiang yun ;
..............
page:33-41
yuan shi di gui dan ji ji ji qi fen ceng
dong ping ;
..............
page:97-101
guan yu zheng tai guo cheng dao chu du de deng jia xing tiao jian de ha dan yu ming
pan yi min ;
..............
page:85-90
yuan shi di gui suan shu de xin xi jian ( )
mo shao zuo ; shen bai ying ;
..............
page:1-26
guan yu ding li zhi tui guang
chen jia ding ;
..............
page:94-96
tou ying kong zuo he dai shu cu de lian yu cheng ji cu de ji xing zhi
li qiao ;
..............
page:72-74
di si ci quan guo yin suan ji shu jian zuo jiao liu hui zhu
..............
page:102
hilbert kong zuo zhong yi lei fei xian xing suan zi ji qi ying yong
wang sheng wang ;
..............
page:27-32
ni gong xing ying zhao de can shu biao shi
li you cai ;
..............
page:55-66
guan yu dy / dx =(sum a
i
y
i
x
n-i
from 0 to n)/(sum b
i
y
i
x
n-i
from 0 to n) de ji fen qu xian
li wu sheng ;
..............
page:50-54
mou xie jun heng xing jian he fang an de gou zao
liu zuo wen ; zhang yao ting ;
..............
page:91-93
guan yu a.weil de xiang jiao zhong shu he van der waerden de xiang jiao zhong shu de guan xi
deng shi tao ;
..............
page:79-84