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代数几何的英文

  • algebraic geometry

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  • 例句与用法
  • It has developed from two sources: algebraic geometry and algebraic member theory .
    它由两个方面发展而来,代数几何和代数数论。
  • Construction of a class of algebraic - geometry codes
    一类代数几何码的构造
  • As an important algebraic subject , rings are the base of algebraic geometry and algebraic theory . rings are concerned about many other subjects
    环作为一门重要的代数学科是代数几何和代数数论的基础,有许多其它相关学科领域都涉及到环。
  • Eisenbud , david . commutative algebra with a view toward algebraic geometry . vol . 150 , graduate texts in mathematics . new york : springer - verlag , 1994 . isbn : 0387942696
    《用代数几何的观点的交换代数》 。研究生数学教材第150卷。纽约:斯普林格出版社, 1994年版。书号: 0387942696 。
  • He had himself undertaken the education of his daughter ; and to develop in her these important qualities , he continued giving her lessons in algebra and geometry up to her twentieth year , and mapped out her whole life in uninterrupted occupation
    他亲自培养自己的女儿,给她传授代数几何课程,以便在她身上培养这两大品德妥善地安排她的生活,要她不断地完成作业。
  • The paper applies algebraic geometry , computational geometry , approximation theory to study the following problems : the nother type theory and the riemann - roch type theory of the piecewise algebraic curve ; the number of real intersection points of piecewise algebraic curves ; the real piecewise algebraic variety and the b - net resultant of polynomials
    本文应用代数几何,计算几何,函数逼近论等学科的基本理论,分别就分片代数曲线的n ( ? ) ther型与riemann - roch型定理;分片代数曲线的实交点数;实分片代数簇以及多项式的b -网结式进行研究。
  • Second , combining with the construction principle of geometry - goppa codes , we present a kind of new algebraic - geometry code by using the properties of algebraic curves on finite fields . we determine the value of the code - length n and d imension k , and the lower bound of the minimal distances of the new algebraic - geometry code . the new algebraic - geometry code have the following characteristics : ( l ) the new code is the generalization of geometry - goppa codes and the algebraic - geometry code constructed by chaoping xing and san ling in 2000 ( 2 ) compared with brouwer ' table of the best known codes , we find more new codes , there are at least 60 new codes under two - dimension cases
    其次,结合几何goppa码的构造原理,利用有限域上代数曲线的特点来构造代数几何码,确定了新的代数几何码的码长n和维数k的取值,给出了最小距离d的下限,这类码的特点是: ( 1 )新的代数几何码是几何goppa码和新加坡国立大学chaopingxing和sanling在2000年所构造的代数几何码的推广; ( 2 )这类码中有许多种码的参数优于brouwer码表,仅二维情形时,就有60多种码优于brouwer码表。
  • The traditional separation of algebra and geometry has been unfit for the request of time , it must be reformed . to combine " algebra " and " space analysis geometry " is a good reform project . it correctly reflects the inner law , not only show the impact of advanced algebra as a tool of analysis geometry , but also specifically provide to linear algebra with many kinds of geometric background and geometric expression
    传统的代数几何分讲已不符合时代发展的要求,必须进行改革,而把高等代数与空间解析几何合并设课是一个较好的选择方案,这样设课不仅体现线性代数作为解析几何的主要工具的作用,而且更具体地给线性代数提供各种几何背景和几何解释。
  • Since 1980s , many mathematicians have been engaged in studying the applications of the grobner basis such as solving the system of algebraic equations , factoring polynomials , testing primary ideals , factoring algebraic manifolds , decoding circular codes in corrected codes and algebraically geometrical codes , analyzing and synthesizing high dimensional linear recurring arrays in cryptology , dealing with multidimensional systematic theory , signaling , solving integer programming and so on
    ) bner基的应用研究包括代数方程组求解,多项式的因子分解,素理想的检验,代数流形的分解,纠错码中循环码和代数几何码的译码,密码学中高维线性递归阵列的分析与综合,多维系统理论,信号处理和求解整数规划等诸多领域。
  • The piecewise algebraic curve and the piecewise algebraic variety , as the set of zeros of a bivariate spline function and the set of all common zeros of multivariate splines respectively , are new and important concepts in algebraic geometry and computational geometry . it is obvious that the piecewise algebraic curve ( variety ) is a kind of generalization of the classical algebraic curve ( variety respectively )
    分片代数曲线作为二元样条函数的零点集合,分片代数簇作为一些多元样条函数的公共零点集合,它们是代数几何与计算几何中一种新的重要概念,显然也是经典代数曲线与代数簇的推广。
  • 百科解释
代数几何是数学的一个分支,正如它的名字所暗示的,代数几何将抽象代数, 特别是交换代数,同几何结合起来。 它可以被认为是对代数方程系统的解集的研究。
详细百科解释
  • 其他语种释义
  • 代数几何的法语:géométrie algébrique
  • 代数几何的日语:代数幾何学
  • 代数几何的俄语:алгебраи́ческая геоме́трия
  • 代数几何什么意思:[algebraic geometry] 用代数的方法研究几何对象的一门学科,以坐标系来表示。它和欧几里得几何不同,代数几何是用代数方程来表示几何对象(如,一个圆的半径r可以以x2+y2=r2来确定)。如此确定的几何对象可以解析成对称、截距和其他不需以坐标图来表示的特性。
  • 推荐英语阅读
代数几何的英文翻译,代数几何英文怎么说,怎么用英语翻译代数几何,代数几何的英文意思,代數幾何的英文代数几何 meaning in English代數幾何的英文代数几何怎么读,发音,例句,用法和解释由查查在线词典提供,版权所有违者必究。
Last modified time:Tue, 12 Aug 2025 00:29:56 GMT

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