Now node 1 has two partial sums.
现在节点1有两个部分和了。
Node 1 adds these partial sums to get the final sum.
节点1对这些部分和进行求和，从而得出最终的总和。
The uniform approximation of the partial sums for Laplace series is discussed.
引进了拉普拉斯级数的广义黎斯可和算子。
By trivially adding partial sums of these sizes to allocation.x and allocation.y, you get the offsets as well.
将这些大小的部分和与allocation . x和allocation . y相加，便得到偏移量。
The paper discuss the upper bound of the distribution of the partial sums of identically distributed mixing random variables.
本文讨论了同分布混合序列部分和 分布函数的上界及其应用。
How big are the lag increments of partial sums of dependent random variables? In this paper, the question will be answered: in suitable mixing conditions, we have.
相依随机变量部分和过程的滞后增量有多大？本文回答了这个问题。在适当的混合条件下，有。
In this paper, we establish a class of local convergence theorems for partial sums of arbitrary stochastic adapted sequences which extend some new published results.
研究任意随机适应序列部分和的一类局部极限定理，推广了最近发表的几个结果。
First, by studying the producing kernel, equivalent positions of the relation between the convergence of partial sums of wavelet expansions at jumping points and producing kernel are given.
首先，通过对再生核的研究，给出了小波级数的部分和在跳跃间断点处的收敛性与再生核之间的关系的等价命题。
First, by studying the producing kernel, equivalent positions of the relation between the convergence of partial sums of wavelet expansions at jumping points and producing kernel are given.
首先，通过对再生核的研究，给出了小波级数的部分和在跳跃间断点处的收敛性与再生核之间的关系的等价命题。
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