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- THE CONSTRUCTION OF BINARY RELATION KERNEL MATRICES 核运算的矩阵构造
- Binary relation Kernel 核
- The set E may be thought of as a binary relation on set V. 集合E可看成集合V上的一个二元关系。
- A binary relation from a set A to A is said to be a binary relation on A. 从集合a到a的二元关系，称为a上的二元关系。
- ACPID can load some ACPI related kernel modules on system startup. ACPID可以在系统开机时载入一些与ACPI有关的系统模组。
- A binary relation on a set that is reflexive and symmetric is called a compatible relation. 一个集合上的二元关系，如果它是自反的也是对称的，可称它为相容关系。
- The results provides theory basis for knowledge acquisition of information systems and decision table based on general binary relation. 所得结果为在一般二元关系下的信息和决策表的知识获取提供了理论依据。
- The judgment of transitive binary relation is a difficult point in discrete mathematic. 摘要可传递二元关系的判定是离散数学中的一个难点。
- The reasoning methods that rise by AR have been applied widespreadly. Semantic tableau method proposed by Beth (1959) and Hintikka (1955) was introduced to ATP by AI researcher later. Tableau method is virtually show binary relation in semantic structure. 语义tableau方法由Beth(1959)、Hintikka(1955)年提出，而后由人工智能研究者引入到自动定理证明中，tableau方法的实质是将语义结构中的二元关系显式地表现出来。
- By researching the definition of transitivity of binary relation thoroughly,the essay offers two equivalent definitions of transitivity in order to help to identify it conveniently and rapidly. 通过对二元关系传递性定义的深入研究,本文给出传递性的两种等价定义,应用他们可以方便、快捷地进行传递性的判定。
- STUDYING CLOSURE OPERATION OF BINARY RELATION 二元关系的闭包运算的研究
- Properties and judgment of binary relation 二元关系的性质及判定
- transitive closure of a binary relation 二元关系的传递闭包
- On Transitivity and Transitive Closure for Binary Relation 二元关系的传递性和传递闭包探讨
- Some Properties of Operation to Binary Relation Closure 论二元关系闭包的一些运算性质
- A byte composed of eight binary elements. 一个由8个二进制数位组成的字节。
- A byte composed of two binary elements. 一种由两个二进制位组成的字节。同two－bitbyte。
- A byte composed of five binary elements. 由五个二进制码元组成的字节。同five－bitbyte。
- Again, the architecture specific kernel code is in arch/*/kernel. 同时与处理器结构相关代码都放在arch／＊／kernel目录下。
- Do all computers use binary system? 所有的计算机都使用二进制吗？
