Mercurial > hg > Members > atton > agda-proofs
diff cbc/variable-tuple.agda @ 26:d503a73186ce
Split cbc type definition using product
author | atton <atton@cr.ie.u-ryukyu.ac.jp> |
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date | Fri, 23 Dec 2016 02:50:03 +0000 |
parents | da78bb99d654 |
children |
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--- a/cbc/variable-tuple.agda Fri Dec 23 02:36:46 2016 +0000 +++ b/cbc/variable-tuple.agda Fri Dec 23 02:50:03 2016 +0000 @@ -41,54 +41,3 @@ triple : Format triple = < String || ℕ || (List ℕ) > -data CodeSegment (I O : Set) : Set₁ where - cs : (I -> O) -> CodeSegment I O - - -twiceWithName : (String × ℕ ) -> (String × ℕ ) -twiceWithName (s , n) = s , twice n - where - twice : ℕ -> ℕ - twice zero = zero - twice (ℕ.suc n₁) = (ℕ.suc (ℕ.suc (twice n₁))) - -csDouble : CodeSegment (String × ℕ) (String × ℕ) -csDouble = cs twiceWithName - - -ods : {I O : Set} -> CodeSegment I O -> Set -ods {i} {o} c = o - -ods-double : ods csDouble -ods-double = "hoge" , zero - - -ids : {I O : Set} -> CodeSegment I O -> Set -ids {i} {o} c = i - -ids-double : ids csDouble -ids-double = "fuga" , 3 - ---ids-double : {A : Set} {a : A} -> ids csDouble ---ids-double {_} {a} = \(s : String) -> \(n : ℕ) -> a - - - -executeCS : {A B : Set} -> CodeSegment A B -> (A -> B) -executeCS (cs b) = b - - - -infixr 30 _◎_ -_◎_ : {A B C : Set} -> CodeSegment A B -> CodeSegment B C -> CodeSegment A C -(cs b1) ◎ (cs b2) = cs (b2 ∘ b1) - - - - -◎-double : CodeSegment (String × ℕ) (String × ℕ ) ---◎-double = csDouble ◎ csDouble ◎ csDouble -- ok -◎-double = csDouble ◎ (cs (\s -> tt)) ◎ (cs (\t -> ("yo" , 100))) -- ok ---◎-double = csDouble ◎ (cs (\s -> tt)) ◎ csDouble -- ng (valid type check) - -