您要查找的是不是:
- chromatical equivalence 色等价
- Some new methods of constructing the adjointly equivalent graphs are found, thus some new methods of constructing the chromatically equivalent graphs are given as well. 摘要给出了构造伴随等价图的几种新方法,因而也给出了构造色等价图的几种新方法。
- The Chromatically Equivalence Analysis of Two Kinds of Graphs 两类图的色性分析
- We give a new method for proving the chromatic non-uniqueness of graphs by studying their adjoint polynomials, we obtain some structure characteristic of the chromatic equivalent graphs of kinds of graphs. 摘要通过研究图的伴随多项式的因式分解,给出并证明了若干图簇的色等价图的结构定理。
- Smooth Maps and the Notion of Equivalence. 光滑映射和等价的概念。
- College diplom in business or equivalence. 专科以上或同等学历。
- The second, we show the equivalence of P3 and S3. 其次证明模态系统P3和严格蕴涵系统S3等价.
- The mass-energy equivalence has been amply confirmed. 质与能的相当性已被充分地证实。
- THE FACTORIZATION OF ADJOINT POLYNOMIAL OF GRAPHS OF SD-SHAPE WITH CHROMATIC EQUIVALENCE ANALYSIS SD型图簇的伴随多项式的因式分解及色性分析
- The Factorization Theorem of Adjoint Polynomials of a kind of Graph and chromatically equivalence of its complemen 一类图的伴随多项式的因式分解及色性
- The Factorization of Ad joint Polynomials of Ss-Class Graphs with Chromatically Equivalence Analysis Ss一类图簇的伴随多项式的因式分解及色性分析
- This verifies the equivalence of pure shear and simple shear. 这就证明了线剪切与简单剪刀的等价性。
- The Factorization of Adjoint Polynomials of A Kind of Graphs and Chromatically Equivalence Analysis 一类图的伴随多项式的因式分解及色性分析
- chromatical equivalent graph 色等价
- The Factorization of Adjoint Polynomials of Kinds of Graphs and Chromatically Equivalence Analysis 几类图簇的伴随多项式的因式分解及色性分析
- The Factorization of Adjoint of Polynomials SG-class Graphs and Chromatically Equivalence Analysis SG类图簇的伴随多项式的因式分解及色性分析
- Compares two objects for equivalence, ignoring the case of strings. 比较两个对象是否相等,比较时忽略字符串的大小写。
- Joins that are not based on equivalence are called unequal joins. 不基于等价的联接称为不等联接。
- How to reduce the number of test cases by equivalence partitioning? 怎么利用等价类划分方法来减少测试用例的数量?
- We prove the equivalence between PURM program and computable PTM. 我们证明了PURM程序与可计算的PTM之间的等价性。