Vandermonde的例句大全

Using the conclusions of Vandermonde Determinant and Vieta Theorem, this article presented a method of evaluating determinant with rank n similar to Vandermonde Determinant, and gant relevant conclusions and explains.

介绍利用Vandermonde行列式与Vieta定理的结论计算类似于Vandermonde行列式类型的n阶行列式的一种方法，并给出相关结论并予以说明。

This includes: conclude to one, triangle, increase consequence, math induction, Vandermonde determinant and so on.

这包括: 归一法 、 三角形法 、 递推法 、 数学归纳法 、 范德蒙德行列式计算行列式法等.

Based on the Taylor series expansion, the formulas is obtained by the character of the Vandermonde determinant.

此公式是以泰勒展开式为基础利用范德蒙行列式性质而得到的。

Expansion of Vandermonde Determinant

Vandermonde行列式的扩展

How to Calculate Determinants by Using Determinant of Vandermonde

如何利用Vandermonde行列式计算行列式

Triangular Decomposition of Vandermonde Matrix

范德蒙矩阵的三角分解

The determinant of Vandermonde type and its application

范德蒙型行列式及其应用

An Application of Cramer's Rule and Vandermonde's Determinant

Cramer法则与Vandermonde行列式的应用

Explicit algorithm of inverse matrix of Vandermonde matrix

Vandermonde矩阵的逆矩阵的一种显式算法

The article took Determinant as generalized Vandermonde determinant and defined it as generalization 1 of Vandermonde determinant.

文章将行列式V（Pi）作为广义的vandermonde行列式，将其定义为vandermonde行列式的推广式1，并给出了它的计算公式和若干应用实例。

The Explicit Representation of the Inverse Vandermonde Matrix with Multiple Knots and Its Application to Full Hermite Interpolation

重结点Vandermonde逆矩阵的显式表示及其在完全Hermite插值中的应用

The generalization of a theorem for circular matrix is given by using generalized Vandermonde matrix, and several properties of generalized circular matrix are obtained.

利用范德蒙矩阵对循环矩阵的一个定理给出了推广，并得到了广义循环矩阵的几个性质。

Displacement structures and inversion formulas for q-adic Vandermonde like-matrices

q adic范德蒙型矩阵的位移结构与逆公式

In the algorithm the direction matrix is reconstructed and DOAs are estimated by Vandermonde characteristics of the direction matrix and the least square principle.

该算法利用方向矩阵的Vandermonde特征、基于最小二乘法对方向矩阵进行重构和DOA估计。

On Vandermonde's Convolution Formula and Its Application

拟卷积公式及其应用

Vandermonde matrix is an important kind of matrix.

范德蒙矩阵是一种重要的矩阵。

First, we introduce the definition of Full Hermite interpolation and the Vandermonde matrix, and two lemmas which are most important for solving the problem.

首先介绍了完全Hermite插值问题和有重Vandermonde矩阵的定义，并介绍了两个重要的引理。这两个引理对解决本文的问题是十分重要的。

Construction of Harmonious Orthogonal Diagonal Latin D-cubes and Addition-Multiplication Perfect Magic D-cubes Using Vandermonde determinant

用范德蒙行列式构造协调正交对角线拉丁D体和双重标准幻D体

Using the constructive method for some kinds of recursion formulas of generalized Vandermonde determinant

用构造函数法求几类广义Vandermonde行列式的递推公式

A Fast Scheme for Finding the Inverses of Vandermonde Matrix and Its Deformed Matrices

Vandermonde矩阵及其变形矩阵的快速求逆格式