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inseparable polynomial相关的网络例句

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We not only give explicitexpressions of monomial elements in the canonical basis but also representregions of them in "nice" forms which help us compute polynomial elementsin the canonical basis.

我们不仅给出了这种具体表达式,而且把它们对应的区域写成很好的形式,便于我们计算典范基中的多项式元素。

Weconjecture that in the canonical basis there must be enough polynomial ele-ments in multiple variable, which include independent multiple variable anddependent multiple variable.

我们猜测:在典范基中一定存在足够多的多变量的多项式元素,包括独立多变量的多项式元素和相关多变量的多项式元素。

This article according to the function image axial symmetry and the point symmetry basic principle,the use function taylor series expansion,determines and seeks the polynomial function image the axis of symmetry or the center of symmetry.

根据函数图象轴对称及点对称的基本原理,利用函数的泰勒级数展开式,来判定和寻找函数图象的对称轴或对称中心。

There is even a function to find the coefficients of the characteristic polynomial of a matrix.

甚至还有一个函数来找到一个多项式的系数矩阵的特征。

This paper gives a simple algorithm for the computation of the characteristic polynomial of a square matrix.

在线性定常控制系统的分析和综合中,计算矩阵特征多项式的问题,是经常会出现的,因而也是十分基本的。

This paper presents a new design technique for the triplexer based on characteristic polynomial synthesis.

提出了一种基于多项式综合的新的三工器设计方法。

Similar matrices have the same characteristic polynomial , thus they have the same eigenvalues .

相似矩阵有相同的特征多项式,从而有相同的特征值。

In this paper, we study the differential form Wus method and put emphasis on the algorithm of differential characteristic set for differential polynomial system, and its applications.

首先,在系统总结微分情形吴方法的算法的基础上,提出了一种简化算法′算法,并给出了相应的理论证明。

Differential characteristic set method ofdifferential polynomial system is used to overcome the huge difficulties in calculation.

在本文的计算过程中,用Mathematica软件编写的求解微分特征列集的程序包克服了现有计算方法中的一些困难,在很大程度上减少了本文的计算量。

To solve the characteristic polynomial and the eigenvalues of square matrices with higher order normally is not an easy way.

1引言在高等代数中,求一个n阶方阵A的特征值时,常用的方法是求解A的特征多项式|λE-A|的根。

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