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author | soto <soto@cr.ie.u-ryukyu.ac.jp> |
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date | Sat, 08 Jan 2022 12:41:39 +0900 |
parents | 339fb67b4375 |
children |
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_!$\Rightarrow$!_ : Bool !$\rightarrow$! Bool !$\rightarrow$! Bool false !$\Rightarrow$! _ = true true !$\Rightarrow$! true = true true !$\Rightarrow$! false = false Axiom : Cond !$\rightarrow$! PrimComm !$\rightarrow$! Cond !$\rightarrow$! Set Axiom pre comm post = !$\forall$! (env : Env) !$\rightarrow$! (pre env) !$\Rightarrow$! ( post (comm env)) !$\equiv$! true Tautology : Cond !$\rightarrow$! Cond !$\rightarrow$! Set Tautology pre post = !$\forall$! (env : Env) !$\rightarrow$! (pre env) !$\Rightarrow$! (post env) !$\equiv$! true