cut rule
inference rule, generalisation of the modus ponens, in sequent calculus
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cut rule
Summary
cut rule is a rule of inference[1]. It draws 21 Wikipedia views per month (rule_of_inference category, ranking #11 of 13).[2]
Key Facts
- cut rule's instance of is recorded as rule of inference[3].
- cut rule's subclass of is recorded as inference[4].
- cut rule's part of is recorded as sequent calculus[5].
- cut rule's said to be the same as is recorded as cut[6].
- cut rule's Freebase ID is recorded as /m/012zdq4g[7].
- cut rule's defining formula is recorded as \cfrac{\Gamma \vdash A, \Delta \qquad \Gamma', A \vdash \Delta'} {\Gamma, \Gamma' \vdash \Delta, \Delta'}[8].
- cut rule's admissible rule in is recorded as classical logic[9].
- cut rule's admissible rule in is recorded as intuitionistic logic[10].
- cut rule's studied by is recorded as proof theory[11].
- cut rule's nLab ID is recorded as cut rule[12].
- cut rule's maintained by WikiProject is recorded as WikiProject Mathematics[13].
- cut rule's Microsoft Academic ID is recorded as 2779200002[14].
Why It Matters
cut rule draws 21 Wikipedia views per month (rule_of_inference category, ranking #11 of 13).[2]