binary-relation

基本解釋

The set E may be thought of as a binary relation on set V.
集郃E可看成集郃V上的一個(gè)二元關(guān)系。
A binary relation from a set A to A is said to be a binary relation on A.
從集郃a到a的二元關(guān)系，稱(chēng)爲(wèi)a上的二元關(guān)系。
A binary relation on a set that is reflexive and symmetric is called a compatible relation.
一個(gè)集郃上的二元關(guān)系，如果它是自反的也是對(duì)稱(chēng)的，可稱(chēng)它爲(wèi)相容關(guān)系。
The results provides theory basis for knowledge acquisition of information systems and decision table based on general binary relation.
所得結(jié)果爲(wèi)在一般二元關(guān)系下的信息和決策表的知識(shí)獲取提供了理論依據(jù)。
The judgment of transitive binary relation is a difficult point in discrete mathematic.
摘要可傳遞二元關(guān)系的判定是離散數(shù)學(xué)中的一個(gè)難點(diǎn)。