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polynomials相关的网络例句

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If ris also irreducible in Z_nand f~n~κ≡fmodn,r(xfor all f∈Z_nthen we call n a Carmichael number of orderκmodulo r.Denote the set of all such numbers by C_κ,r(x.Define C_κ=∪_r(xC_κ,r(x,where rpasses through all monic irreducible polynomials over Z of degreeκ.We call elements of the set C_κCarmichael numbers of orderκ.ZHU and SUN[Journal of Sichuan University,42;1(2005), 47-51]first gave a necessary condition for Carmichael numbers of order 3.Then they gave a sufficient condition for Carmichael numbers of order 3,but did not find any such numbers less than 10~8 satisfying the sufficient condition.At last,they asked three questions;1.is the necessary condition also sufficient?

f∈Z_n,就称n是模r的κ阶Carmichael数,用C_κ,r(x表示所有这种数的集合,定义C_κ=∪_r(xC_κ,r(x,这里r跑遍Z中所有κ次首一不可约多项式,C_κ里面的元素就称为κ阶Carmichael数,C_κ称为κ阶Carmichael数集,朱文余和孙琦[四川大学学报,42;1(2005),47-51]首先给出了3阶Carmichael数的一个必要条件;然后又给出了这种数的一个充分条件,并发现10~8内没有满足此充分条件的这种数;最后他们提出三个问题;一、问必要条件是否也是充分的?

In this paper, Some problems about derivations acted on some multilinear polynomials in semiprime rings are discussed. The main result is as follows.

本文主要讨论了半素环的微商共同作用在某些扩张形心上的特殊多线性多项式的问题。

Let's say you want to multiply two polynomials together.

比方说,你要乘两个多项式在一起。

Noll. From the irradiance distribution in two defocal planes, one in front of focal plane and the other behind, with a given detector array the elements of response matrix for each normalized term of Zernike polynomials can be obtained. For an incoming atmospheric disturbed random wavefront, with its irradiance distribution detected in two defocal planes and the response matrix, it is easy to solve the corresponding Zernike term coefficients of incoming wavefront and reconstruct the detected one.

Noll建议的Zernike多项式表征经大气扰动的入瞳处的光学波前畸变;求出由两个离焦面上的光强分布决定的归一化Zernike项在特定形状的探测器上的响应矩阵;由响应矩阵和入瞳处的波前在两个离焦面上的光强分布,求出其Zernike项的系数,从而实现波前的探测和重构。

The Southwell zonal wavefront reconstruction model was applied to some terms of Zernike polynomials by numeric simulation, and the error caused by data precision of wavefront-reconstruction-matrix is studied.

采用Southwell区域法波前重构模型对泽尼克多项式的前几项进行了波前重构的数值模拟,研究了由重构矩阵存储精度原因而引起的波前重构误差。

In this project,we primarily investigated the growth of solutions of some types of differential equations,and the hyper order,the exponents of convergence of zeros and fixed points of solutions with infinite order, especially, expononts of convergence of fixed points of first, second order derivatives and differential polynomials of solutions.

中文摘要:在本项目中,重点研究了几种类型的微分方程解的增长性,及无穷级解的超级,零点收敛指数,不动点收敛指数,特别是解的一阶,二阶导数及微分多项式的不动点收敛指数。

In this paper, a new approximated model for linear time-varying systems is deduced via general orthogonal polynomials expansion by basis transformation in projection space.

通过在投影空间中的基变换,导出了一种基于广义正交多项式展开的线性时变系统的新的近似模型。

To compensate for nonlinear distortion of RF power amplifiers, a novel adaptive digital predistortion method based on piecewise polynomial was proposed, and multiple lower-odd-order-only polynomials in the form of orthogonal coordinates were used for predistorter design.

为补偿RF功率放大器的非线性失真,提出一种新的基于分段多项式的自适应数字预失真方法,使用多个直角坐标形式的低阶奇次多项式设计预失真器。

It is devised based on iterative curve fitting where orthogonal polynomials are used.

这种算法设计利用基于正交多项式的迭代曲线拟合,可以在没有人为干预的情况下自动处理吸收和发射光谱。

This algorithm is to use orthogonal polynomials to seek least-squares polynomial fitting.

详细说明:该算法是用正交多项式来求最小二乘拟合多项式。

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