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布尔运算的
相关语句
  boolean operations
    Fuzzy Logic Method of Boolean Operations Between Lines,Faces and Solids
    线面体布尔运算的模糊逻辑方法
短句来源
    Implementation of boolean operations on STL models
    STL模型布尔运算的实现
短句来源
  “布尔运算的”译为未确定词的双语例句
    Detecting the loops for determination of the valid intersection lines greatly increases the efficiency and the reliability of the process.
    通过提取相交环来决定有效的相交线降低了位置关系判断的复杂性,提高了布尔运算的稳定性.
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  boolean operations
Finally, the 3D integrated model was established by Boolean operations between 3D geological objects and engineering objects.
      
One challenge is to generate valid models at various LODs after an arbitrary rearrangement of features using a certain LOD criterion, because composite Boolean operations consisting of union and subtraction are not commutative.
      
Nicolog compiles a very general class of built-in constraints into equivalent sets of PCs, allowing an arbitrary mixture of integer (easily extensible to real) and Boolean operations.
      
Arithmetic expressions for switching functions are introduced through the replacement of Boolean operations with arithmetic equivalents.
      
In particular we settle two open questions of [1] concerning the derivability of inference rules for Boolean operations on the right side of multivalued dependencies.
      
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Based on the distinction between two types of probabillities of sentences, a general Shannon entropy equation and a general Shannon cross-entropy equation are deduced. The later is related to fuzziness and can be used to measure information in language and sensation. To calculate the condition probability of a compound sentence from those of atomic sentences, a fuzzy set algebra following Boolean operations is proposed. So-called fuzzy information is reduced into probability information. The new theory can be...

Based on the distinction between two types of probabillities of sentences, a general Shannon entropy equation and a general Shannon cross-entropy equation are deduced. The later is related to fuzziness and can be used to measure information in language and sensation. To calculate the condition probability of a compound sentence from those of atomic sentences, a fuzzy set algebra following Boolean operations is proposed. So-called fuzzy information is reduced into probability information. The new theory can be easily understood on basis of classical theories: the probability theory, the set theory, and the Shannon information theory.

基于两种概率的区分,推导出了一个广义Shannon熵公式和一个广义互信息公式。后者和模糊性有关,并且可用于语言和感觉中的信息度量。为了由原子语句为真的条件概率求出复合语句为真的条件概率,提出了一个遵循布尔运算的模糊集合代数。所谓的模糊信息被还原为概率信息。新的理论在经典理论——概率论,集合论及Shannon信息论——的基础上容易理解。

This paper has introduced a Comletely Four—dimensional Geometric processing based on the 4 × 4 Determinant Method to realize the Boolean operation between any two arbitrary polyhedrons. It has been avioding of the error which often met in the solid modelling,and comparatively accurately realized the uion, intersection and difference operation.

本文以4×4行列式方法为工具,通过完全四维几何运算,实现了任意多面体间的布尔几何运算,有效地解决了通常的造型系统中物体经布尔运算后产生的拓扑结构与实际情况的不一致性,较为准确地实现了两个多面体之间的并、交、差运算。

In this paper,Topos properties of several fuzzy categories are discussed,both theo-ries of bundle of categories are applied to researches of FactorSpaces ,relations between Factor Spaces over same factor sets or different factor sets arebuilt, concepts of subfactor Spaces and Boolean operators of Subfactor Spaces are given.

本文讨论了几种模糊范畴的Topos性质,把集丛理论、范畴理论应用到因素空间的研究之中,建立了同一因素集上和不同因素集上的因素空间之间的关系,并给出了子因素空间的概念和子因素空间的布尔运算。

 
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