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module Term.Pretty
import public Text.PrettyPrint.Prettyprinter
import public Text.PrettyPrint.Prettyprinter.Render.Terminal
import Data.Fin
import Data.Fin.Extra
import Data.Nat
import Data.Stream
import Data.String
import Term
import Term.Syntax
%prefix_record_projections off
data Syntax = Bound | Keyword | Symbol | Literal
symbol : Doc Syntax -> Doc Syntax
symbol = annotate Symbol
keyword : Doc Syntax -> Doc Syntax
keyword = annotate Keyword
bound : Doc Syntax -> Doc Syntax
bound = annotate Bound
literal : Doc Syntax -> Doc Syntax
literal = annotate Literal
rec_ : Doc Syntax
rec_ = keyword "rec"
underscore : Doc Syntax
underscore = bound "_"
arrow : Doc Syntax
arrow = symbol "=>"
backslash : Doc Syntax
backslash = symbol Symbols.backslash
lit : Nat -> Doc Syntax
lit = literal . pretty
public export
interface Renderable (0 a : Type) where
fromSyntax : Syntax -> a
export
Renderable () where
fromSyntax _ = ()
export
Renderable AnsiStyle where
fromSyntax Bound = italic
fromSyntax Keyword = color Blue
fromSyntax Symbol = color BrightWhite
fromSyntax Literal = color Green
startPrec, leftAppPrec, appPrec : Prec
startPrec = Open
leftAppPrec = Equal
appPrec = App
data StrictThins : SnocList a -> SnocList a -> Type where
Empty : [<] `StrictThins` [<]
Drop : sx `StrictThins` sy -> sx `StrictThins` sy :< y
Keep : sx `StrictThins` sy -> sx :< z `StrictThins` sy :< z
%name StrictThins thin
record IsBound (ty : Ty) (ctx : SnocList Ty) (t : FullTerm ty' ctx') where
constructor MkBound
{0 bound : SnocList Ty}
{0 used : SnocList Ty}
thin : used `StrictThins` bound
0 prfTy : ty = bound ~>* ty'
0 prfCtx : ctx' = ctx ++ used
%name IsBound isBound
record Binding (ty : Ty) (ctx : SnocList Ty) where
constructor MkBinding
{0 ty' : Ty}
{0 ctx' : SnocList Ty}
term : FullTerm ty' ctx'
isBound : IsBound ty ctx term
%name Binding bound
getBinding : (t : FullTerm ty' ctx') -> IsBound ty ctx t -> Binding ty ctx
getBinding (Const t) isBound =
getBinding t (MkBound (Drop isBound.thin) isBound.prfTy isBound.prfCtx)
getBinding (Abs {ty} t) isBound =
getBinding t (MkBound (Keep isBound.thin) isBound.prfTy (cong (:< ty) isBound.prfCtx))
getBinding t isBound = MkBinding t isBound
isBoundRefl : (0 t : FullTerm ty ctx) -> IsBound ty ctx t
isBoundRefl t = MkBound {bound = [<]} Empty Refl Refl
record Spline (ty : Ty) (ctx : SnocList Ty) where
constructor MkSpline
{0 tys : SnocList Ty}
head : Term (tys ~>* ty) ctx
args : All (flip Term ctx) tys
%name Spline spline
wkn : Spline ty ctx -> ctx `Thins` ctx' -> Spline ty ctx'
wkn spline thin = MkSpline (wkn spline.head thin) (mapProperty (flip wkn thin) spline.args)
getSpline : FullTerm ty ctx -> Spline ty ctx
getSpline (App (MakePair (t `Over` thin) u _)) =
let rec = wkn (getSpline t) thin in
MkSpline rec.head (rec.args :< u)
getSpline t = MkSpline (t `Over` Id) [<]
public export
data Len : SnocList a -> Type where
Z : Len [<]
S : Len sx -> Len (sx :< a)
%name Len k
export
lenToNat : Len sx -> Nat
lenToNat Z = 0
lenToNat (S k) = S (lenToNat k)
lenSrc : sx `StrictThins` sy -> Len sx
lenSrc Empty = Z
lenSrc (Drop thin) = lenSrc thin
lenSrc (Keep thin) = S (lenSrc thin)
strictSrc : Len sz -> sx `StrictThins` sy -> Len (sz ++ sx)
strictSrc k Empty = k
strictSrc k (Drop thin) = strictSrc k thin
strictSrc k (Keep thin) = S (strictSrc k thin)
extend : sx `Thins` sy -> Len sz -> sx ++ sz `Thins` sy ++ sz
extend thin Z = thin
extend thin (S k) = Keep (extend thin k)
public export
prettyOp : Operator tys ty -> Doc Syntax
prettyOp (Lit n) = lit n
prettyOp Suc = keyword "suc"
prettyOp Plus = keyword "plus"
prettyOp Mult = keyword "mult"
prettyOp Pred = keyword "pred"
prettyOp Minus = keyword "minus"
prettyOp Div = keyword "div"
prettyOp Mod = keyword "mod"
parameters (names : Stream String)
prettyTerm' : (len : Len ctx) => Prec -> Term ty ctx -> Doc Syntax
prettyFullTerm : (len : Len ctx) => Prec -> FullTerm ty ctx' -> ctx' `Thins` ctx -> Doc Syntax
prettyBinding : (len : Len ctx) => Prec -> Binding ty ctx' -> ctx' `Thins` ctx -> Doc Syntax
prettySpline : (len : Len ctx) => Prec -> Spline ty ctx -> Doc Syntax
prettyTerm' d (t `Over` thin) = prettyFullTerm d t thin
prettyFullTerm d Var thin =
bound (pretty $ index (minus (lenToNat len) (S $ elemToNat $ index thin Here)) names)
prettyFullTerm d t@(Const _) thin =
prettyBinding d (assert_smaller t $ getBinding t $ isBoundRefl t) thin
prettyFullTerm d t@(Abs _) thin =
prettyBinding d (assert_smaller t $ getBinding t $ isBoundRefl t) thin
prettyFullTerm d t@(App _) thin =
prettySpline d (assert_smaller t $ wkn (getSpline t) thin)
prettyFullTerm d (Op op) thin = prettyOp op
prettyFullTerm d t@(Rec _) thin =
prettySpline d (assert_smaller t $ wkn (getSpline t) thin)
prettyBinding d (MkBinding t {ctx' = ctx'_} (MkBound thin' _ prfCtx)) thin =
parenthesise (d > startPrec) $ group $ align $ hang 2 $
Pretty.backslash <+> snd (prettyThin (lenToNat len) thin') <++> arrow <+> line <+>
prettyFullTerm @{strictSrc len thin'} Open t
(rewrite prfCtx in extend thin $ lenSrc thin')
where
prettyThin : Nat -> sx `StrictThins` sy -> (Nat, Doc Syntax)
prettyThin n Empty = (n, neutral)
prettyThin n (Drop Empty) = (n, underscore)
prettyThin n (Keep Empty) = (S n, bound (pretty $ index n names))
prettyThin n (Drop thin) =
let (k, doc) = prettyThin n thin in
(k, doc <+> comma <++> underscore)
prettyThin n (Keep thin) =
let (k, doc) = prettyThin n thin in
(S k, doc <+> comma <++> bound (pretty $ index k names))
prettySpline d
s@(MkSpline (Rec (MakePair t (MakePair u v _ `Over` thin2) _) `Over` thin1) args) =
parenthesise (d >= appPrec) $ group $ align $ hang 2 $
(rec_ <++> prettyTerm' appPrec (assert_smaller s $ wkn t thin1)) <+> line <+>
vsep
([prettyTerm' appPrec (assert_smaller s $ wkn u (thin1 . thin2))
, prettyTerm' appPrec (assert_smaller s $ wkn v (thin1 . thin2))] ++
toList (forget $ mapProperty (assert_total $ prettyTerm' appPrec) args))
prettySpline d s@(MkSpline t args) =
parenthesise (d >= appPrec) $ group $ align $ hang 2 $
prettyTerm' leftAppPrec t <+> line <+>
vsep (toList $ forget $ mapProperty (assert_total $ prettyTerm' appPrec) args)
finToChar : Fin 26 -> Char
finToChar 0 = 'x'
finToChar 1 = 'y'
finToChar 2 = 'z'
finToChar 3 = 'a'
finToChar 4 = 'b'
finToChar 5 = 'c'
finToChar 6 = 'd'
finToChar 7 = 'e'
finToChar 8 = 'f'
finToChar 9 = 'g'
finToChar 10 = 'h'
finToChar 11 = 'i'
finToChar 12 = 'j'
finToChar 13 = 'k'
finToChar 14 = 'l'
finToChar 15 = 'm'
finToChar 16 = 'n'
finToChar 17 = 'o'
finToChar 18 = 'p'
finToChar 19 = 'q'
finToChar 20 = 'r'
finToChar 21 = 's'
finToChar 22 = 't'
finToChar 23 = 'u'
finToChar 24 = 'v'
finToChar 25 = 'w'
name : Nat -> List Char
name k =
case divMod k 26 of
Fraction k 26 0 r prf => [finToChar r]
Fraction k 26 (S q) r prf => finToChar r :: name (assert_smaller k q)
export
canonicalNames : Stream String
canonicalNames = map (fastPack . reverse . name) nats
export
prettyTerm : Renderable ann => (len : Len ctx) => Term ty ctx -> Doc ann
prettyTerm t = map fromSyntax (prettyTerm' canonicalNames Open t)
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