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rational fraction相关的网络例句

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The characters of linear complexity profile of periodic sequences are investigat- ed. The relation between the continued fraction expansion of rational function and its 1- inear complexity profile is established. The expression of linear complexity profite is gi-~~en and a condition estimating the randomness of a sequence is presented. By the linear complexity profile, the bound of sphere complexity is proposed. A formula to record the number of sequences with given linear complexity profile is presented.

研究了周期序列的线性复杂度曲线特性,在周期序列生成函数的连分式展开式与线性复杂度曲线之间建立联系,给出了周期序列线性复杂度曲线的表达式;给出了判断序列随机性好坏的一个条件;利用线性复杂度曲线特性给出周期序列球体复杂度的一个估计;给出了具有给定线性复杂度曲线的序列个数的一个计数公式。

In this article, we keep on doing this work and stress on the continued fraction vector valued rational interpolation in complex number field.

第二章 叙述向量有理插值的定义和基本概念,向量有理插值已有的构造方式和计算方法及其拓广和应用。

The work in this thesis is based on continued fraction theory. Combining continued fractions with polynomial functions, we construct a new osculatory continued fraction interpolation—osculatory rational Hermite-like interpolation. Its representation is simpler than that of Hermite polynomial interpolation and its computation is concise since the continued fractions coefficients can be worked out by using Viscovatov algorithm.

与之相关的理论成果不断地推陈出新,本文就是在连分式理论的基础上做了相应的工作,将多项式和连分式相结合,构造了一种新的切触有理插值——类Hermite切触有理插值,新的插值方法在表示形式上比传统的切触有理插值更直观,并且通过引入Viscovatov算法,切触插值连分式的系数求解得以简化。

The indefinite integral formula of rational proper fraction function is worked out by utilizing the relation between derivation and indefinite integral, and indefinite integral is calculated by using derivative.

本文利用求导与不定积分的关系,得出了有理真分式函数不定积分公式,并利用导数计算其不定积分。

The spread paths of common mode and differential mode noises in an SMPS under electrical fast transient/burst are studied and discussed. Hereby for single transient pulse, the vector fitting method is adopted combining rational function approximation according to the tested waveform to construct the a mathematical modeling of frequency, then a pole-residue representation is obtained by partial fraction expansion, and the last step are to draw a state space description and equivalent circuit.

在分析开关电源进行电快速瞬变脉冲群骚扰试验时共模和差模噪声的传播途径的基础上,对于单个脉冲,根据试验数据采用矢量匹配法结合有理函数逼近构造得到频域下的数学模型,通过部分分式展开得到零极点表达式,并最终得到相应的状态空间方程以及等效电路。

This article gives that several commonly rational functions are divided into the decompose summation of the partial fraction formulas and their proof.

摘要给出了几个常用有理分式分解成部分分式之和的分解公式和证明。

This paper, starting from a simple formula of rational proper fraction and partial fraction, discusses about a way to improve rational functional integral, a way simpler and more convenient than comparative coefficient.

本文从有理真分式分解为部分分式的一个简洁公式出发,讨论了有理函数积分的一种改进方法,相对于比较系数法而言,该方法更为简单、方

The paper available mapping of integral coefficient polynomial and rational number, obtain factorization from factorization of polynomial by the way of sieve in true fraction series.

利用整系数多项式与正有理数的对应,将多项式因式分解通过对真分数序列筛选的办法求得因式,给出了整系数多项式因式分解的一种新方法。

The first fraction is the smallest rational number in the range, and the second fraction is the largest rational number in the range.

第一个分数是该区域中最小的有理数,第二个分数是该区域中最大的有理数。

Taking operation of rational numbers as the carrier, this paper starts the research right from the study on multiplication of decimal, division of fraction and multiplication of rational numbers and studies the "understanding levels of operation of rational numbers and the teaching and learning strategies that matches them."

本论文以有理数运算作为载体,选取小数乘法、分数除法和有理数乘法作为研究的切入点,研究了&有理数运算的理解水平及其教与学的策略&,具体说来,研究了3个问题:(1)学生对有理数运算的理解达到怎样的水平;(2)学生达到某种理解水平的原因是什么;(3)基于学生的理解水平,有效的教与学的策略是什么。

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