arithmetic sequence

By reorganizing the nodes of the graph, the Cell Network, whose node amount was more than the amount to be asked by the arithmetic of disassembly sequence generation, were rearranged as several new disassembly parts.

同时，通过节点重组，将节点数目大于拆卸序列生成算法要求上限的单元网络图，拆分成若干新的拆卸部件；

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The sum arithmetic sequence of higher order in its broad sense

广义高阶等差数列的和

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We first introduce three methods of finding the sum of the first n terms for an arithmetic sequence of higher order, and then display another method by some formal derivatives of which are defined.

首先，简要介绍了三种主要的求和方法。然后，根据高阶等差数列通项的特性，利用新定义的形式导数列对其进行了有效的探讨。

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Channel estimation arithmetic using special pilot sequence in wireless sensor network

基于特定导频序列的无线传感器网络信道估计方法

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However, it does not refer to the simple, equal division or similar arithmetic sequence.

不过, 这并不指的是简单的, 平等的司或类似的算术序列.

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The research of OFDM symbol synchronization arithmetic based on training sequence

基于训练序列的OFDM符号同步算法研究

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On Several Inequality of the Power of Positive Term Arithmetic Sequence; The result shows that the utility of the arithmetic progression can limit the first kind of misread.

关于正项等差数列方幂的若干不等式研究结果表明，等差数列的利用可规范第一种误读。

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And with the research of relative mining method, an real-time data mining arithmetic based on the sequence mode was designed.

通过对相关挖掘方法的研究，以及发现研究了电厂实时数据数量庞大，重复率高的特点，提出了针对实时系统数据的序列模式挖掘算法。

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Chapter 2 mainly deals with the new synchronization arithmetic using the auxiliary sequence in DS/ SS, and estimates the temporal performance with the Markov theory. Then it provides the simulating figure as the consequence.

第二章主要研究了DS/SS系统的引入了辅助序列的同步新算法，并运用马尔可夫链对新算法的时间性能进行了估计，最后给出了新算法的仿真分析结果。

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First of all, let's inspect what is obviously an optimized arithmetic sequence.

首先，我们来分析这段代码的开头的几行，很显然这几行代码是一个优化过。

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The analysis and calculation on system frequency changing, oscillating and symmetrical fault offers reference for choosing arithmetic of digital negative sequence unbalance output in relay protection.

分析计算这2种方法在系统频率变化和振荡以及三相故障时的负序不平衡输出，为数字式负序滤过器的算法选择和继电保护中负序不平衡量的定值整定提供依据。

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Convergence of Arithmetic Mean Sequence for a Number Sequence

数列算术平均序列的收敛性

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The article approaches the resolution of the sum of preceding N terms among a type of particular sequence, which consists of arithmetic product of arithmetic progression or arithmetic product reciprocal. It obtains two theorems and 6 deductions, along with the application of them.

对由等差数列的乘积以及乘积的倒数所构成的一类特殊的数列的前n项和的求解作了探讨，得出两个定理及6个推论以及应用。

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