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1)  Interval Infinite Product
区间无穷乘积
2)  infinite product
无穷乘积
1.
An infinite product which contains a parameter is expanded to Laurent series.
把一个含参数的无穷乘积展成Laurent级数。
2.
At s=1,the infinite product and Dirichlet series realization of Einstein series with character is derived.
求得带特征Einstein级数在s=1处的无穷乘积表达式,对于两个特定的特征,求得它的Dirichlet级数表示。
3)  infinite interval
无穷区间
1.
(H)-integrals of vector valued functions on infinite interval;
无穷区间上向量值函数的(H)积分
2.
The Henstock integral for n-dimension fuzzy-valued functions on infinite interval:background,definition and characterizations;
无穷区间上n维模糊数值函数的(H)积分:背景,定义及刻划
3.
The convergence theorem for(H) integral of vector valued function on infinite interval;
无穷区间上向量值函数(H)积分的收敛定理
4)  infinite product of variable terms
任意项无穷乘积
1.
According to the infinite product and the progression relation and the relevant progression theories, probing into the convergence and divergence of the infinite product of variable terms including the absolute convergence and the conditional convergence, the author has given several criteria on the convergence and divergence.
依据无穷乘积与级数的关系以及有关级数理论 ,对任意项无穷乘积的敛散性包括绝对收敛、条件收敛进行讨论 ,并给出了几种敛散性判别
5)  Infinite functional product
无穷函数乘积
6)  Fuzzy Numbers Infinite Product
模糊数无穷乘积
补充资料:乘积
1.两个或两个以上的数相乘所得的数。简称积。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
参考词条