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comparison Paper/src/AgdaModusPonens.agda.replaced @ 5:339fb67b4375

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INIT rbt.agda
author soto <soto@cr.ie.u-ryukyu.ac.jp>
date Sun, 07 Nov 2021 00:51:16 +0900
parents c59202657321
children
comparison
equal deleted inserted replaced
4:72667e8198e2 5:339fb67b4375
1 f : {A B C : Set} @$\rightarrow$@ ((A @$\rightarrow$@ B) @$\times$@ (B @$\rightarrow$@ C)) @$\rightarrow$@ (A @$\rightarrow$@ C) 1 f : {A B C : Set} !$\rightarrow$! ((A !$\rightarrow$! B) !$\times$! (B !$\rightarrow$! C)) !$\rightarrow$! (A !$\rightarrow$! C)
2 f = \p x @$\rightarrow$@ (snd p) ((fst p) x) 2 f = \p x !$\rightarrow$! (snd p) ((fst p) x)