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弱逆的英文

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"弱逆"怎么读用"弱逆"造句

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  • weak converse

例句与用法

  • The greatest idempotent - separating congruence and group congruences on a weakly inverse semigroup
    弱逆半群上最大幂等元分离同余和群同余
  • A note on the greatest idempotent - separating congruence and group congruences on a weakly inverse semigroup
    关于弱逆半群上最大幂等元分离同余和群同余的注记
  • Next , this thesis presents a data lineage tracing approach , wivem ( weak inversion and verification of attribute mapping ) , which can calculate ( attribute - level ) derivation set of attribute mapping
    作者根据可逆与弱可逆的思想,提出了一种“基于属性映射的弱逆与验证的方法( wivem , weakinversionandverificationofattributemapping ) ”求解属性映射的(属性级)起源集。
  • Then , this thesis analyzes the invertibilrty of transformation , and presents the formal definition of weak invertibte transformation , and calculates ( tuple - level ) derivation set of transformation by one - dimension merging and multi - dimension merging of the weak derivation set resolved by weak inverse attribute mapping
    在此基础上,作者分析了转换的可逆性,给出了弱可逆转换的形式化定义,并通过对弱可逆转换中弱逆映射求解的弱起源集进行单维合并、多维合并来求解转换的(元组级)弱起源集。
  • Beginning with the formal definition of derivation set , this thesis finds the general laws of derivation set , proves the theorems about derivation set , proposes an approach for weak inversion and verification based on attribute mapping to trace data lineage , gives a series of arithmetic for data lineage tracing , describes the basic processes of data lineage , and then forms systematic theories and approach
    作者从定义起源集入手,找出了起源集的一般规律,证明了有关起源集的定理,提出了一种“基于属性映射的弱逆与验证”的起源集跟踪方法,给出了一系列有关起源集跟踪的算法,并设计了数据志跟踪的基本过程,从而形成了一套系统的数据志跟踪理论与方法。
  • In this paper , we study the a - harmonic equation we first prove a local ar - weighted caccioppoli - type inequality for weak solutions to a - harmonic equation . then , by using the methods of hodge decomposition and the weak reverse holder inequality , we prove a regularity result for very weak solutions to a - harmonic equation
    在这篇文章中,我们讨论形如diva ( x , ? u ( x ) ) = 0的a -调和方程,证明了其弱解满足的局部a _ ~ -加权caccioppoli型不等式,并以hodge分解和弱逆hlder不等式为工具,得到了其很弱解的正则性结果。
  • Upon the construction of weak derivation set , this thesis presents the concept of continuing traceability , and provides decision algorithm for the continuing traceability of a transformation sequence and tittering algorithm for the continuing traceable weak inverse attribute mapping . upon verifying weak derivation set , this thesis gives a series of verification algorithms based on the best property of attribute mapping or transformation
    在构造弱起源集阶段,提出了可延续跟踪性的概念,给出了可延续跟踪性判别算法和可延续跟踪的弱逆映射的筛选算法;在验证弱起源集阶段,针对不同类型的转换和属性映射,给出了相应的验证算法。
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