quox/tests/Tests/PrettyTerm.idr

module Tests.PrettyTerm

import TAP
import Quox.Syntax
import PrettyExtra


parameters (ds : NContext d) (ns : NContext n)
  testPrettyT : Term d n -> (uni, asc : String) ->
                {default uni label : String} -> Test
  testPrettyT t uni asc {label} =
    testPretty (toSnocList' ds) (toSnocList' ns) t uni asc {label}

  testPrettyT1 : Term d n -> (str : String) ->
                 {default str label : String} -> Test
  testPrettyT1 t str {label} = testPrettyT t str str {label}

  testPrettyE : Elim d n -> (uni, asc : String) ->
                {default uni label : String} -> Test
  testPrettyE e uni asc {label} = testPrettyT (E e) uni asc {label}

  testPrettyE1 : Elim d n -> (str : String) ->
                 {default str label : String} -> Test
  testPrettyE1 e str {label} = testPrettyT1 (E e) str {label}

export
tests : Test
tests = "pretty printing terms" :- [
  "free vars" :- [
    testPrettyE1 [<] [<] (F "x") "x",
    testPrettyE1 [<] [<] (F $ MakeName [< "A", "B", "C"] "x") "A.B.C.x"
  ],

  "bound vars" :- [
    testPrettyE1 [< "𝑖", "𝑗"] [< "x", "y"] (BV 0) "y",
    testPrettyE1 [< "𝑖", "𝑗"] [< "x", "y"] (BV 1) "x",
    testPrettyE1 [< "𝑖", "𝑗"] [< "x", "y"] (F "eq" :% BV 1) "eq @𝑖",
    testPrettyE1 [< "𝑖", "𝑗"] [< "x", "y"] (F "eq" :% BV 1 :% BV 0) "eq @𝑖 @𝑗"
  ],

  "applications" :- [
    testPrettyE1 [<] [<] (F "f" :@ FT "x") "f x",
    testPrettyE1 [<] [<] (F "f" :@@ [FT "x", FT "y"]) "f x y",
    testPrettyE1 [<] [<] (F "f" :% K Zero) "f @0",
    testPrettyE1 [<] [<] (F "f" :@ FT "x" :% K Zero) "f x @0",
    testPrettyE1 [<] [<] (F "g" :% K One :@ FT "y") "g @1 y"
  ],

  "lambda" :- [
    testPrettyT [<] [<] ([< "x"] :\\ BVT 0) "λ x ⇒ x" "fun x => x",
    testPrettyT [<] [<] (Lam $ SN $ FT "a") "λ _ ⇒ a" "fun _ => a",
    testPrettyT [<] [< "y"] ([< "x"] :\\ BVT 1) "λ x ⇒ y" "fun x => y",
    testPrettyT [<] [<]
      ([< "x", "y", "f"] :\\ E (BV 0 :@@ [BVT 2, BVT 1]))
      "λ x y f ⇒ f x y"
      "fun x y f => f x y",
    testPrettyT [<] [<] (DLam $ SN $ FT "a") "δ _ ⇒ a" "dfun _ => a",
    testPrettyT [<] [<] ([< "i"] :\\% FT "x") "δ i ⇒ x" "dfun i => x",
    testPrettyT [<] [<]
      ([< "x"] :\\ [< "i"] :\\% E (BV 0 :% BV 0))
      "λ x ⇒ δ i ⇒ x @i"
      "fun x => dfun i => x @i"
  ],

  "type universes" :- [
    testPrettyT [<] [<] (TYPE 0) "★₀" "Type0",
    testPrettyT [<] [<] (TYPE 100) "★₁₀₀" "Type100"
  ],

  "function types" :- [
    testPrettyT [<] [<] (Arr One (FT "A") (FT "B")) "1.A → B" "1.A -> B",
    testPrettyT [<] [<]
      (Pi_ One "x" (FT "A") (E $ F "B" :@ BVT 0))
      "1.(x : A) → B x"
      "1.(x : A) -> B x",
    testPrettyT [<] [<]
      (Pi_ Zero "A" (TYPE 0) $ Arr Any (BVT 0) (BVT 0))
      "0.(A : ★₀) → ω.A → A"
      "0.(A : Type0) -> #.A -> A",
    testPrettyT [<] [<]
      (Arr Any (Arr Any (FT "A") (FT "A")) (FT "A"))
      "ω.(ω.A → A) → A"
      "#.(#.A -> A) -> A",
    testPrettyT [<] [<]
      (Arr Any (FT "A") (Arr Any (FT "A") (FT "A")))
      "ω.A → ω.A → A"
      "#.A -> #.A -> A",
    testPrettyT [<] [<]
      (Pi_ Zero "P" (Arr Zero (FT "A") (TYPE 0)) (E $ BV 0 :@ FT "a"))
      "0.(P : 0.A → ★₀) → P a"
      "0.(P : 0.A -> Type0) -> P a"
  ],

  "pair types" :- [
    testPrettyT [<] [<] (FT "A" `And` FT "B") "A × B" "A ** B",
    testPrettyT [<] [<]
      (Sig_ "x" (FT "A") (E $ F "B" :@ BVT 0))
      "(x : A) × B x"
      "(x : A) ** B x",
    testPrettyT [<] [<]
      (Sig_ "x" (FT "A") $
       Sig_ "y" (E $ F "B" :@ BVT 0) $
       E $ F "C" :@@ [BVT 1, BVT 0])
      "(x : A) × (y : B x) × C x y"
      "(x : A) ** (y : B x) ** C x y",
    todo "non-dependent, left and right nested"
  ],

  "pairs" :- [
    testPrettyT1 [<] [<] (Pair (FT "A") (FT "B")) "(A, B)",
    testPrettyT1 [<] [<] (Pair (FT "A") (Pair (FT "B") (FT "C"))) "(A, B, C)",
    testPrettyT1 [<] [<] (Pair (Pair (FT "A") (FT "B")) (FT "C")) "((A, B), C)",
    testPrettyT [<] [<]
      (Pair ([< "x"] :\\ BVT 0) (Arr One (FT "B₁") (FT "B₂")))
      "(λ x ⇒ x, 1.B₁ → B₂)"
      "(fun x => x, 1.B₁ -> B₂)"
  ],

  "enum types" :- [
    testPrettyT1 [<] [<] (enum []) "{}",
    testPrettyT1 [<] [<] (enum ["a"]) "{a}",
    testPrettyT1 [<] [<] (enum ["aa", "bb", "cc"]) "{aa, bb, cc}",
    testPrettyT1 [<] [<] (enum ["a b c"]) #"{"a b c"}"#,
    testPrettyT1 [<] [<] (enum ["\"", ",", "\\"]) #" {"\"", ",", \} "#
      {label = #"{"\"", ",", \}  # ｢\｣ is an identifier"#}
  ],

  "tags" :- [
    testPrettyT1 [<] [<] (Tag "a") "'a",
    testPrettyT1 [<] [<] (Tag "hello") "'hello",
    testPrettyT1 [<] [<] (Tag "qualified.tag") "'qualified.tag",
    testPrettyT1 [<] [<] (Tag "non-identifier tag") #"'"non-identifier tag""#,
    testPrettyT1 [<] [<] (Tag #"""#) #" '"\"" "#
  ],

  todo "equality types",

  "case" :- [
    testPrettyE [<] [<]
      (CasePair One (F "a") (SN $ TYPE 1) (SN $ TYPE 0))
      "case1 a return ★₁ of { (_, _) ⇒ ★₀ }"
      "case1 a return Type1 of { (_, _) => Type0 }",
    testPrettyT [<] [<]
      ([< "u"] :\\
        E (CaseEnum One (F "u")
            (SY [< "x"] $ Eq0 (enum ["tt"]) (BVT 0) (Tag "tt"))
            (fromList [("tt", [< Unused] :\\% Tag "tt")])))
      "λ u ⇒ case1 u return x ⇒ x ≡ 'tt : {tt} of { 'tt ⇒ δ _ ⇒ 'tt }"
      """
        fun u =>
        case1 u return x => x == 'tt : {tt} of { 'tt => dfun _ => 'tt }
      """
  ],

  "type-case" :- [
    testPrettyE [<] [<]
      {label = "type-case ℕ ∷ ★₀ return ★₀ of { ⋯ }"}
      (TypeCase (Nat :# TYPE 0) (TYPE 0) Nat (SN Nat) (SN Nat) Nat
        (SN Nat) Nat (SN Nat))
      """
        type-case ℕ ∷ ★₀ return ★₀ of {
          ★            ⇒ ℕ;
          (_ → _)      ⇒ ℕ;
          (_ × _)      ⇒ ℕ;
          {}           ⇒ ℕ;
          Eq _ _ _ _ _ ⇒ ℕ;
          ℕ            ⇒ ℕ;
          [_]          ⇒ ℕ
        }
      """
      """
        type-case Nat :: Type0 return Type0 of {
          Type         => Nat;
          (_ -> _)     => Nat;
          (_ ** _)     => Nat;
          {}           => Nat;
          Eq _ _ _ _ _ => Nat;
          Nat          => Nat;
          [_]          => Nat
        }
      """
  ],

  "annotations" :- [
    testPrettyE [<] [<] (FT "a" :# FT "A") "a ∷ A" "a :: A",
    testPrettyE [<] [<]
      (FT "a" :# E (FT "A" :# FT "𝐀"))
      "a ∷ A ∷ 𝐀"
      "a :: A :: 𝐀",
    testPrettyE [<] [<]
      (E (FT "α" :# FT "a") :# FT "A")
      "(α ∷ a) ∷ A"
      "(α :: a) :: A",
    testPrettyE [<] [<]
      (([< "x"] :\\ BVT 0) :# Arr One (FT "A") (FT "A"))
      "(λ x ⇒ x) ∷ 1.A → A"
      "(fun x => x) :: 1.A -> A",
    testPrettyE [<] [<]
      (Arr One (FT "A") (FT "A") :# TYPE 7)
      "(1.A → A) ∷ ★₇"
      "(1.A -> A) :: Type7"
  ]
]