[flash论文的中文摘要翻译成英文摘要]In the modern teaching, the traditional teaching has already cannot satisfy the requirement of modern teaching, the teaching way and teachers etc are put forwar...+阅读
The elementary transformation matrix throughout the linear algebra theory has, it makes some of the problems of linear algebra, become more simple, makes it easier to understand, so elementary transformation in the role of linear algebra is very important. This paper describes the elementary transformation matrices in the rank of a matrix, find the rank of the vector to determine the linear correlation vector group, find the vector maximum linear independence group, the inverse matrix to solve matrix equation of line equations, the determinant of a matrix, quadratic form into standard form, find the polynomial greatest common factor in such applications.
数学论文摘要翻译成英语
In this paper, the math at middle school math teaching the meaning of history, as well as an analysis of the current middle school math teaching math history of the status quo. Teaching math to middle school math materials permeate the way in order to improve the current quality of teaching middle school math
数学本科毕业论文英语翻译
The Relationship among Green Formula, Gauss Formula and Stokes Formula
Abstract: Green Formula, Gauss Formula and Stokes Formula are three important formulae of calculus, they connected diffierent calculuses together, and have very important applications in the research field. In the paper, several formula relations are discussed, and from the exterior differential angle, three formulae are expressed uniformly and some applications of three-formula are enumerated.
翻译一段话数学论文的
从算法描述来看，实质是贪心算法，贪心算法是离散数学里的基本算法.这个是在路由中的应用 Greedy Drawings of Triangulations （三角剖分的贪心画法） Greedy Routing is a class of routing algorithms in which the packets are forwarded in a manner that reduces the distance to the destination at every step. 贪心路由是一类路由算法，该算法里，包每步都以缩小到目的地的距离的方式转发. In an attempt to provide theoretical guarantees for a class of greedy routing algorithms. 本文试图给一类贪心路由算法提供理论基础. Any 3-connected planar graph can be drawn in the plane such that for every pair of vertices s and t a distance decreasing path can be found. 任何一个3-连通平面图都可以以这样的方式在平面上画出，使得对任意每对顶点s,t之间都可以找到一条距离递减的路径. 下面是距离递减路径的说明： A path s = v1 , v2 , ..., vk = t in a drawing is said to be distance decreasing if vi − t
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