symmetric closure造句
造句與例句
手機版
- Given a binary relation, one defines its symmetric closure as.
- Similarly, the reflexive transitive symmetric closure of \ xrightarrow [ R ] { }, denoted \ overset { * } { \ underset R \ leftrightarrow }, is a congruence, meaning it is an equivalence relation ( by definition ) and it is also compatible with string concatenation.
- Similarly, the reflexive transitive symmetric closure of \ xrightarrow [ R ] { }, denoted \ overset { * } { \ underset R \ leftrightarrow } ( see abstract rewriting system # Basic notions ), is a congruence, meaning it is an equivalence relation ( by definition ) and it is also compatible with string concatenation.
- It's difficult to see symmetric closure in a sentence. 用symmetric closure造句挺難的
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