From 1b2e69f796572bb91940869aff79b29b478dc1f1 Mon Sep 17 00:00:00 2001 From: Zesen Qian Date: Mon, 4 Mar 2024 15:35:53 +0000 Subject: [PATCH 1/8] negative solver should negate error message --- ocaml/typing/solver.ml | 5 ++++- 1 file changed, 4 insertions(+), 1 deletion(-) diff --git a/ocaml/typing/solver.ml b/ocaml/typing/solver.ml index d38eb42e104..675421af879 100644 --- a/ocaml/typing/solver.ml +++ b/ocaml/typing/solver.ml @@ -805,7 +805,10 @@ module Solvers_polarized (C : Lattices_mono) = struct let newvar = S.newvar - let submode obj m0 m1 = S.submode obj m1 m0 + let submode obj m0 m1 = + Result.map_error + (fun { left; right } -> { left = right; right = left }) + (S.submode obj m1 m0) let join = S.meet From 07567affb6a5632414807b931e6f6be14913b161 Mon Sep 17 00:00:00 2001 From: Zesen Qian Date: Mon, 4 Mar 2024 16:52:11 +0000 Subject: [PATCH 2/8] move uniqueness into [monadic] fragment --- ocaml/typing/mode.ml | 466 +++++++++++++++++++++++++++++++------------ 1 file changed, 343 insertions(+), 123 deletions(-) diff --git a/ocaml/typing/mode.ml b/ocaml/typing/mode.ml index 98047d03bad..586f48579ae 100644 --- a/ocaml/typing/mode.ml +++ b/ocaml/typing/mode.ml @@ -195,6 +195,64 @@ module Lattices = struct | Many -> Format.fprintf ppf "Many" end + module Unit = struct + type t = unit + + let min = () + + let max = () + + let legacy = () + + let le () () = true + + let join () () = () + + let meet () () = () + end + + module Monadic = struct + (* CR zqian: the extra unit is to distinguish [Moandic.t] from + [Uniqueness.t], in order to eliminate some GADT match cases. There might + be smarter ways to do this, but we will very soon replace [unit] with + proper [Contention.t] anyway, so this seem like a easy quick fix. *) + type t = Uniqueness.t * Unit.t + + type 'r axis = Uniqueness : Uniqueness.t axis + + let print_axis : type r. Format.formatter -> r axis -> unit = + fun ppf -> function Uniqueness -> Format.fprintf ppf "uniqueness" + + let proj : type r. r axis -> t -> r = + fun ax (t0, ()) -> match ax with Uniqueness -> t0 + + let eq_axis (type r0 r1) : r0 axis -> r1 axis -> (r0, r1) Misc.eq option = + fun a b -> match a, b with Uniqueness, Uniqueness -> Some Refl + + let update (type r) : r axis -> r -> t -> t = + fun ax a (_, ()) -> match ax with Uniqueness -> a, () + + module Lattice = struct + type nonrec t = t + + let min = Uniqueness.min, Unit.min + + let max = Uniqueness.max, Unit.max + + let legacy = Uniqueness.legacy, Unit.legacy + + let le (a0, a1) (b0, b1) = Uniqueness.le a0 b0 && Unit.le a1 b1 + + let join (a0, a1) (b0, b1) = Uniqueness.join a0 b0, Unit.join a1 b1 + + let meet (a0, a1) (b0, b1) = Uniqueness.meet a0 b0, Unit.meet a1 b1 + + let print ppf (a0, ()) = Format.fprintf ppf "%a" Uniqueness.print a0 + end + + module Lattice_op = Opposite (Lattice) + end + module Comonadic_with = struct type 'areality t = 'areality * Linearity.t @@ -209,9 +267,7 @@ module Lattices = struct | Linearity -> Format.fprintf ppf "linearity" let proj (type areality r) : (areality, r) axis -> areality t -> r = - function - | Areality -> fun (x, _) -> x - | Linearity -> fun (_, x) -> x + fun ax (t0, t1) -> match ax with Areality -> t0 | Linearity -> t1 let eq_axis (type areality r0 r1) : (areality, r0) axis -> (areality, r1) axis -> (r0, r1) Misc.eq option = @@ -267,15 +323,21 @@ module Lattices = struct [@@inline] end + module Monadic_op = Monadic.Lattice_op module Comonadic_with_locality = Comonadic_with.Lattice (Locality) module Comonadic_with_regionality = Comonadic_with.Lattice (Regionality) + (* Axes are categorized into monadic and comonadic fragments, and in general: + - Morphisms between the same fragment are always monotone. + - Morphisms between different fragments are always antitone. + To play well with the solver, here we flip the whole monadic fragment, so all + morphisms are monotone. [Solver_polarized] will flip it back. *) type 'a obj = | Locality : Locality.t obj | Regionality : Regionality.t obj - (* use the flipped version of uniqueness, so that [unique_to_linear] is monotone *) | Uniqueness_op : Uniqueness_op.t obj | Linearity : Linearity.t obj + | Monadic_op : Monadic_op.t obj | Comonadic_with_regionality : Comonadic_with_regionality.t obj | Comonadic_with_locality : Comonadic_with_locality.t obj @@ -285,11 +347,45 @@ module Lattices = struct | Regionality -> Format.fprintf ppf "Regionality" | Uniqueness_op -> Format.fprintf ppf "Uniqueness_op" | Linearity -> Format.fprintf ppf "Linearity" + | Monadic_op -> Format.fprintf ppf "Monadic_op" | Comonadic_with_locality -> Format.fprintf ppf "Comonadic_with_locality" | Comonadic_with_regionality -> Format.fprintf ppf "Comonadic_with_regionality" - let proj_obj : + (** ('t, 'r) represents an axis in the product type ['t], the axis is of type + ['r]. Consider inlining [Comonadic_with.axis] and [Monadic.axis] to avoid + indirection (the code would be less clear, tho) *) + type ('t, 'r) axis = + | Comonadic : + ('areality, 'r) Comonadic_with.axis + -> ('areality Comonadic_with.t, 'r) axis + | Monadic : 'r Monadic.axis -> (Monadic_op.t, 'r) axis + + let print_axis : type t r. _ -> (t, r) axis -> unit = + fun ppf -> function + | Comonadic ax -> Comonadic_with.print_axis ppf ax + | Monadic ax -> Monadic.print_axis ppf ax + + let eq_axis : + type t r0 r1. (t, r0) axis -> (t, r1) axis -> (r0, r1) Misc.eq option = + fun ax0 ax1 -> + match ax0, ax1 with + | Comonadic ax0, Comonadic ax1 -> Comonadic_with.eq_axis ax0 ax1 + | Monadic ax0, Monadic ax1 -> Monadic.eq_axis ax0 ax1 + + let proj : type t r. (t, r) axis -> t -> r = + fun ax t -> + match ax with + | Comonadic ax -> Comonadic_with.proj ax t + | Monadic ax -> Monadic.proj ax t + + let update : type t r. (t, r) axis -> r -> t -> t = + fun ax r t -> + match ax with + | Comonadic ax -> Comonadic_with.update ax r t + | Monadic ax -> Monadic.update ax r t + + let proj_comonadic_obj : type areality r. (areality, r) Comonadic_with.axis -> areality Comonadic_with.t obj -> @@ -301,23 +397,35 @@ module Lattices = struct | Linearity, Comonadic_with_locality -> Linearity | Linearity, Comonadic_with_regionality -> Linearity - (* The [Linearity.t obj] arguemnt is not needed, but kept just for symmetry - to [proj_obj]. *) - let prod_obj : type a. a obj -> Linearity.t obj -> a Comonadic_with.t obj = + let proj_monadic_obj : type r. r Monadic.axis -> Monadic_op.t obj -> r obj = + fun ax obj -> match ax, obj with Uniqueness, Monadic_op -> Uniqueness_op + + let proj_obj : type t r. (t, r) axis -> t obj -> r obj = + fun ax obj -> + match ax with + | Comonadic ax -> proj_comonadic_obj ax obj + | Monadic ax -> proj_monadic_obj ax obj + + let prod_comonadic_obj : + type a. a obj -> Linearity.t obj -> a Comonadic_with.t obj = fun a0 a1 -> match a0, a1 with | Locality, Linearity -> Comonadic_with_locality | Regionality, Linearity -> Comonadic_with_regionality - | ( ( Uniqueness_op | Linearity | Comonadic_with_regionality + | ( ( Uniqueness_op | Linearity | Monadic_op | Comonadic_with_regionality | Comonadic_with_locality ), Linearity ) -> assert false + let prod_monadic_obj : Uniqueness_op.t obj -> Monadic_op.t obj = + fun a0 -> match a0 with Uniqueness_op -> Monadic_op + let min : type a. a obj -> a = function | Locality -> Locality.min | Regionality -> Regionality.min | Uniqueness_op -> Uniqueness_op.min | Linearity -> Linearity.min + | Monadic_op -> Monadic_op.min | Comonadic_with_locality -> Comonadic_with_locality.min | Comonadic_with_regionality -> Comonadic_with_regionality.min @@ -326,6 +434,7 @@ module Lattices = struct | Regionality -> Regionality.max | Uniqueness_op -> Uniqueness_op.max | Linearity -> Linearity.max + | Monadic_op -> Monadic_op.max | Comonadic_with_locality -> Comonadic_with_locality.max | Comonadic_with_regionality -> Comonadic_with_regionality.max @@ -336,6 +445,7 @@ module Lattices = struct | Regionality -> Regionality.le a b | Uniqueness_op -> Uniqueness_op.le a b | Linearity -> Linearity.le a b + | Monadic_op -> Monadic_op.le a b | Comonadic_with_locality -> Comonadic_with_locality.le a b | Comonadic_with_regionality -> Comonadic_with_regionality.le a b @@ -346,6 +456,7 @@ module Lattices = struct | Regionality -> Regionality.join a b | Uniqueness_op -> Uniqueness_op.join a b | Linearity -> Linearity.join a b + | Monadic_op -> Monadic_op.join a b | Comonadic_with_locality -> Comonadic_with_locality.join a b | Comonadic_with_regionality -> Comonadic_with_regionality.join a b @@ -356,6 +467,7 @@ module Lattices = struct | Regionality -> Regionality.meet a b | Uniqueness_op -> Uniqueness_op.meet a b | Linearity -> Linearity.meet a b + | Monadic_op -> Monadic_op.meet a b | Comonadic_with_locality -> Comonadic_with_locality.meet a b | Comonadic_with_regionality -> Comonadic_with_regionality.meet a b @@ -365,6 +477,7 @@ module Lattices = struct | Regionality -> Regionality.print | Uniqueness_op -> Uniqueness_op.print | Linearity -> Linearity.print + | Monadic_op -> Monadic_op.print | Comonadic_with_locality -> Comonadic_with_locality.print | Comonadic_with_regionality -> Comonadic_with_regionality.print @@ -378,9 +491,10 @@ module Lattices = struct | Regionality, Regionality -> Some Misc.Refl | Uniqueness_op, Uniqueness_op -> Some Misc.Refl | Linearity, Linearity -> Some Misc.Refl + | Monadic_op, Monadic_op -> Some Misc.Refl | Comonadic_with_locality, Comonadic_with_locality -> Some Misc.Refl | Comonadic_with_regionality, Comonadic_with_regionality -> Some Misc.Refl - | ( ( Locality | Regionality | Uniqueness_op | Linearity + | ( ( Locality | Regionality | Uniqueness_op | Linearity | Monadic_op | Comonadic_with_locality | Comonadic_with_regionality ), _ ) -> None @@ -398,22 +512,23 @@ module Lattices_mono = struct (** The constant morphism that always maps to the minimum *) | Const_max : 'a obj -> ('a, 'b, disallowed * 'd) morph (** The constant morphism that always maps to the maximum *) - | Proj : - 'areality Comonadic_with.t obj * ('areality, 'r_) Comonadic_with.axis - -> ('areality Comonadic_with.t, 'r_, 'l * 'r) morph - (** Project from the comonadic fragment to an axis *) - | Max_with : - ('areality, 'r_) Comonadic_with.axis - -> ('r_, 'areality Comonadic_with.t, disallowed * 'r) morph - (** Combine an axis with maxima along other comonadic axes *) - | Min_with : - ('areality, 'r_) Comonadic_with.axis - -> ('r_, 'areality Comonadic_with.t, 'l * disallowed) morph - (** Combine an axis with minima along other comonadic axes *) - | Map : + | Proj : 't obj * ('t, 'r_) axis -> ('t, 'r_, 'l * 'r) morph + (** Project from a product to an axis *) + | Max_with : ('t, 'r_) axis -> ('r_, 't, disallowed * 'r) morph + (** Combine an axis with maxima along other axes *) + | Min_with : ('t, 'r_) axis -> ('r_, 't, 'l * disallowed) morph + (** Combine an axis with minima along other axes *) + (* Idealy we want to merge [Map_comonadic] and [Map_monadic] into a single + [Map], but I find it difficult. The benefit (in terms of code reduction) + of doing that is also unclear. *) + | Map_comonadic : ('a0, 'a1, 'd) morph * (Linearity.t, Linearity.t, 'd) morph -> ('a0 Comonadic_with.t, 'a1 Comonadic_with.t, 'd) morph (** Maps the comonads per-axis *) + | Map_monadic : + (Uniqueness_op.t, Uniqueness_op.t, 'd) morph + -> (Monadic_op.t, Monadic_op.t, 'd) morph + (** Maps the monads per-axis *) | Unique_to_linear : (Uniqueness_op.t, Linearity.t, 'l * 'r) morph (** Returns the linearity dual to the given uniqueness *) | Linear_to_unique : (Linearity.t, Uniqueness_op.t, 'l * 'r) morph @@ -453,10 +568,13 @@ module Lattices_mono = struct | Locality_as_regionality -> Locality_as_regionality | Regional_to_local -> Regional_to_local | Regional_to_global -> Regional_to_global - | Map (f0, f1) -> + | Map_comonadic (f0, f1) -> let f0 = allow_left f0 in let f1 = allow_left f1 in - Map (f0, f1) + Map_comonadic (f0, f1) + | Map_monadic f0 -> + let f0 = allow_left f0 in + Map_monadic f0 let rec allow_right : type a b l r. (a, b, l * allowed) morph -> (a, b, l * r) morph = @@ -475,10 +593,13 @@ module Lattices_mono = struct | Locality_as_regionality -> Locality_as_regionality | Regional_to_local -> Regional_to_local | Regional_to_global -> Regional_to_global - | Map (f0, f1) -> + | Map_comonadic (f0, f1) -> let f0 = allow_right f0 in let f1 = allow_right f1 in - Map (f0, f1) + Map_comonadic (f0, f1) + | Map_monadic f0 -> + let f0 = allow_right f0 in + Map_monadic f0 let rec disallow_left : type a b l r. (a, b, l * r) morph -> (a, b, disallowed * r) morph = @@ -500,10 +621,13 @@ module Lattices_mono = struct | Locality_as_regionality -> Locality_as_regionality | Regional_to_local -> Regional_to_local | Regional_to_global -> Regional_to_global - | Map (f0, f1) -> + | Map_comonadic (f0, f1) -> let f0 = disallow_left f0 in let f1 = disallow_left f1 in - Map (f0, f1) + Map_comonadic (f0, f1) + | Map_monadic f0 -> + let f0 = disallow_left f0 in + Map_monadic f0 let rec disallow_right : type a b l r. (a, b, l * r) morph -> (a, b, l * disallowed) morph = @@ -525,10 +649,13 @@ module Lattices_mono = struct | Locality_as_regionality -> Locality_as_regionality | Regional_to_local -> Regional_to_local | Regional_to_global -> Regional_to_global - | Map (f0, f1) -> + | Map_comonadic (f0, f1) -> let f0 = disallow_right f0 in let f1 = disallow_right f1 in - Map (f0, f1) + Map_comonadic (f0, f1) + | Map_monadic f0 -> + let f0 = disallow_right f0 in + Map_monadic f0 end) let rec src : type a b d. b obj -> (a, b, d) morph -> a obj = @@ -549,12 +676,16 @@ module Lattices_mono = struct | Global_to_regional -> Locality | Regional_to_local -> Regionality | Regional_to_global -> Regionality - | Map (f0, f1) -> - let dst0 = proj_obj Areality dst in - let dst1 = proj_obj Linearity dst in + | Map_comonadic (f0, f1) -> + let dst0 = proj_comonadic_obj Areality dst in + let dst1 = proj_comonadic_obj Linearity dst in let src0 = src dst0 f0 in let src1 = src dst1 f1 in - prod_obj src0 src1 + prod_comonadic_obj src0 src1 + | Map_monadic f0 -> + let dst0 = proj_monadic_obj Uniqueness dst in + let src0 = src dst0 f0 in + prod_monadic_obj src0 module Equal_morph = Magic_equal (struct type ('a, 'b, 'd) t = ('a, 'b, 'd) morph constraint 'd = 'l * 'r @@ -570,18 +701,12 @@ module Lattices_mono = struct | Proj (src0, ax0), Proj (src1, ax1) -> ( match eq_obj src0 src1 with | Some Refl -> ( - match Comonadic_with.eq_axis ax0 ax1 with - | None -> None - | Some Refl -> Some Refl) + match eq_axis ax0 ax1 with None -> None | Some Refl -> Some Refl) | None -> None) | Max_with ax0, Max_with ax1 -> ( - match Comonadic_with.eq_axis ax0 ax1 with - | Some Refl -> Some Refl - | None -> None) + match eq_axis ax0 ax1 with Some Refl -> Some Refl | None -> None) | Min_with ax0, Min_with ax1 -> ( - match Comonadic_with.eq_axis ax0 ax1 with - | Some Refl -> Some Refl - | None -> None) + match eq_axis ax0 ax1 with Some Refl -> Some Refl | None -> None) | Const_min src0, Const_min src1 -> ( match eq_obj src0 src1 with Some Refl -> Some Refl | None -> None) | Const_max src0, Const_max src1 -> ( @@ -598,14 +723,16 @@ module Lattices_mono = struct | None -> None | Some Refl -> ( match equal g0 g1 with None -> None | Some Refl -> Some Refl)) - | Map (f0, f1), Map (g0, g1) -> ( + | Map_comonadic (f0, f1), Map_comonadic (g0, g1) -> ( match equal f0 g0, equal f1 g1 with | Some Refl, Some Refl -> Some Refl | _, _ -> None) + | Map_monadic f0, Map_monadic g0 -> ( + match equal f0 g0 with Some Refl -> Some Refl | _ -> None) | ( ( Id | Proj _ | Max_with _ | Min_with _ | Const_min _ | Const_max _ | Unique_to_linear | Linear_to_unique | Local_to_regional | Locality_as_regionality | Global_to_regional | Regional_to_local - | Regional_to_global | Compose _ | Map _ ), + | Regional_to_global | Compose _ | Map_comonadic _ | Map_monadic _ ), _ ) -> None end) @@ -619,14 +746,12 @@ module Lattices_mono = struct | Id -> Format.fprintf ppf "id" | Const_min _ -> Format.fprintf ppf "const_min" | Const_max _ -> Format.fprintf ppf "const_max" - | Proj (_, ax) -> - Format.fprintf ppf "proj_%a" Comonadic_with.print_axis ax - | Max_with ax -> - Format.fprintf ppf "max_with_%a" Comonadic_with.print_axis ax - | Min_with ax -> - Format.fprintf ppf "min_with_%a" Comonadic_with.print_axis ax - | Map (f0, f1) -> + | Proj (_, ax) -> Format.fprintf ppf "proj_%a" print_axis ax + | Max_with ax -> Format.fprintf ppf "max_with_%a" print_axis ax + | Min_with ax -> Format.fprintf ppf "min_with_%a" print_axis ax + | Map_comonadic (f0, f1) -> Format.fprintf ppf "map(%a,%a)" print_morph f0 print_morph f1 + | Map_monadic f0 -> Format.fprintf ppf "map(%a)" print_morph f0 | Unique_to_linear -> Format.fprintf ppf "unique_to_linear" | Linear_to_unique -> Format.fprintf ppf "linear_to_unique" | Local_to_regional -> Format.fprintf ppf "local_to_regional" @@ -680,9 +805,9 @@ module Lattices_mono = struct let f' = apply dst f in f' (g' a) | Id -> a - | Proj (_, ax) -> Comonadic_with.proj ax a - | Max_with ax -> Comonadic_with.update ax a (max dst) - | Min_with ax -> Comonadic_with.update ax a (min dst) + | Proj (_, ax) -> proj ax a + | Max_with ax -> update ax a (max dst) + | Min_with ax -> update ax a (min dst) | Const_min _ -> min dst | Const_max _ -> max dst | Unique_to_linear -> unique_to_linear a @@ -692,11 +817,15 @@ module Lattices_mono = struct | Locality_as_regionality -> locality_as_regionality a | Regional_to_global -> regional_to_global a | Global_to_regional -> global_to_regional a - | Map (f0, f1) -> - let dst0 = proj_obj Areality dst in - let dst1 = proj_obj Linearity dst in + | Map_comonadic (f0, f1) -> + let dst0 = proj_comonadic_obj Areality dst in + let dst1 = proj_comonadic_obj Linearity dst in let a0, a1 = a in apply dst0 f0 a0, apply dst1 f1 a1 + | Map_monadic f0 -> + let dst0 = proj_monadic_obj Uniqueness dst in + let a0, () = a in + apply dst0 f0 a0, () (** Compose m0 after m1. Returns [Some f] if the composition can be represented by [f] instead of [Compose m0 m1]. [None] otherwise. *) @@ -722,18 +851,25 @@ module Lattices_mono = struct | Proj _, Const_min src -> Some (Const_min src) | Proj _, Const_max src -> Some (Const_max src) | Proj (mid, ax0), Max_with ax1 -> ( - match Comonadic_with.eq_axis ax0 ax1 with + match eq_axis ax0 ax1 with | None -> Some (Const_max (proj_obj ax1 mid)) | Some Refl -> Some Id) | Proj (mid, ax0), Min_with ax1 -> ( - match Comonadic_with.eq_axis ax0 ax1 with + match eq_axis ax0 ax1 with | None -> Some (Const_min (proj_obj ax1 mid)) | Some Refl -> Some Id) - | Proj (mid, ax), Map (f0, f1) -> ( + | Proj (mid, ax), Map_comonadic (f0, f1) -> ( let src' = src mid m1 in match ax with - | Areality -> Some (compose dst f0 (Proj (src', Areality))) - | Linearity -> Some (compose dst f1 (Proj (src', Linearity)))) + | Comonadic Areality -> + Some (compose dst f0 (Proj (src', Comonadic Areality))) + | Comonadic Linearity -> + Some (compose dst f1 (Proj (src', Comonadic Linearity)))) + | Proj (mid, ax), Map_monadic f0 -> ( + let src' = src mid m1 in + match ax with + | Monadic Uniqueness -> + Some (compose dst f0 (Proj (src', Monadic Uniqueness)))) | Max_with _, Const_max src -> Some (Const_max src) | Min_with _, Const_min src -> Some (Const_min src) | Unique_to_linear, Const_min src -> Some (Const_min src) @@ -742,10 +878,13 @@ module Lattices_mono = struct | Linear_to_unique, Const_max src -> Some (Const_max src) | Unique_to_linear, Linear_to_unique -> Some Id | Linear_to_unique, Unique_to_linear -> Some Id - | Map (f0, f1), Map (g0, g1) -> - let dst0 = proj_obj Areality dst in - let dst1 = proj_obj Linearity dst in - Some (Map (compose dst0 f0 g0, compose dst1 f1 g1)) + | Map_comonadic (f0, f1), Map_comonadic (g0, g1) -> + let dst0 = proj_comonadic_obj Areality dst in + let dst1 = proj_comonadic_obj Linearity dst in + Some (Map_comonadic (compose dst0 f0 g0, compose dst1 f1 g1)) + | Map_monadic f0, Map_monadic g0 -> + let dst0 = proj_monadic_obj Uniqueness dst in + Some (Map_monadic (compose dst0 f0 g0)) | Regional_to_local, Local_to_regional -> Some Id | Regional_to_local, Global_to_regional -> Some (Const_max Locality) | Regional_to_local, Const_min src -> Some (Const_min src) @@ -771,7 +910,23 @@ module Lattices_mono = struct | Min_with _, _ -> None | Max_with _, _ -> None | _, Proj _ -> None - | Map _, _ -> None + | Map_comonadic _, _ -> None + | Map_monadic _, _ -> None + | ( Proj _, + ( Unique_to_linear | Linear_to_unique | Local_to_regional + | Regional_to_local | Locality_as_regionality | Regional_to_global + | Global_to_regional ) ) -> + . + | ( ( Unique_to_linear | Linear_to_unique | Local_to_regional + | Regional_to_local | Locality_as_regionality | Regional_to_global + | Global_to_regional ), + Min_with _ ) -> + . + | ( ( Unique_to_linear | Linear_to_unique | Local_to_regional + | Regional_to_local | Locality_as_regionality | Regional_to_global + | Global_to_regional ), + Max_with _ ) -> + . and compose : type a b c d. @@ -799,12 +954,16 @@ module Lattices_mono = struct | Regional_to_global -> Locality_as_regionality | Locality_as_regionality -> Regional_to_local | Regional_to_local -> Local_to_regional - | Map (f0, f1) -> - let dst0 = proj_obj Areality dst in - let dst1 = proj_obj Linearity dst in + | Map_comonadic (f0, f1) -> + let dst0 = proj_comonadic_obj Areality dst in + let dst1 = proj_comonadic_obj Linearity dst in let f0' = left_adjoint dst0 f0 in let f1' = left_adjoint dst1 f1 in - Map (f0', f1') + Map_comonadic (f0', f1') + | Map_monadic f0 -> + let dst0 = proj_monadic_obj Uniqueness dst in + let f0' = left_adjoint dst0 f0 in + Map_monadic f0' and right_adjoint : type a b r. @@ -826,22 +985,32 @@ module Lattices_mono = struct | Regional_to_local -> Locality_as_regionality | Locality_as_regionality -> Regional_to_global | Regional_to_global -> Global_to_regional - | Map (f0, f1) -> - let dst0 = proj_obj Areality dst in - let dst1 = proj_obj Linearity dst in + | Map_comonadic (f0, f1) -> + let dst0 = proj_comonadic_obj Areality dst in + let dst1 = proj_comonadic_obj Linearity dst in let f0' = right_adjoint dst0 f0 in let f1' = right_adjoint dst1 f1 in - Map (f0', f1') + Map_comonadic (f0', f1') + | Map_monadic f0 -> + let dst0 = proj_monadic_obj Uniqueness dst in + let f0' = right_adjoint dst0 f0 in + Map_monadic f0' - (** Helper functions that returns a [Map] that corresponds to lifting *) - let lift (type a0 r0 a1 r1 d) : + (** Helper functions that returns a [Map_comonadic] that corresponds to lifting *) + let lift_comonadic (type a0 r0 a1 r1 d) : (a0, r0, a1, r1) Comonadic_with.saxis -> (r0, r1, d) morph -> (a0 Comonadic_with.t, a1 Comonadic_with.t, d) morph = fun sax f -> match sax, f with - | SAreality, f0 -> Map (f0, Id) - | SLinearity, f1 -> Map (Id, f1) + | SAreality, f0 -> Map_comonadic (f0, Id) + | SLinearity, f1 -> Map_comonadic (Id, f1) + + (** Helper function that returns a [Map_comonadic] that corresponds to lifting *) + let lift_monadic (type r d) : + r Monadic.axis -> (r, r, d) morph -> (Monadic_op.t, Monadic_op.t, d) morph + = + fun ax f -> match ax, f with Uniqueness, f -> Map_monadic f end module C = Lattices_mono @@ -1063,45 +1232,49 @@ module Comonadic_with_regionality = struct type equate_error = equate_step * error let regionality m = - S.Positive.via_monotone Regionality.Obj.obj (Proj (Obj.obj, Areality)) m + S.Positive.via_monotone Regionality.Obj.obj + (Proj (Obj.obj, Comonadic Areality)) + m let min_with_regionality m = - S.Positive.via_monotone Obj.obj (Min_with Areality) + S.Positive.via_monotone Obj.obj (Min_with (Comonadic Areality)) (S.Positive.disallow_right m) let max_with_regionality m = - S.Positive.via_monotone Obj.obj (Max_with Areality) + S.Positive.via_monotone Obj.obj (Max_with (Comonadic Areality)) (S.Positive.disallow_left m) let set_regionality_max m = S.Positive.via_monotone Obj.obj - (C.lift SAreality (Const_max Regionality)) + (C.lift_comonadic SAreality (Const_max Regionality)) (S.Positive.disallow_left m) let set_regionality_min m = S.Positive.via_monotone Obj.obj - (C.lift SAreality (Const_min Regionality)) + (C.lift_comonadic SAreality (Const_min Regionality)) (S.Positive.disallow_right m) let linearity m = - S.Positive.via_monotone Linearity.Obj.obj (Proj (Obj.obj, Linearity)) m + S.Positive.via_monotone Linearity.Obj.obj + (Proj (Obj.obj, Comonadic Linearity)) + m let min_with_linearity m = - S.Positive.via_monotone Obj.obj (Min_with Linearity) + S.Positive.via_monotone Obj.obj (Min_with (Comonadic Linearity)) (S.Positive.disallow_right m) let max_with_linearity m = - S.Positive.via_monotone Obj.obj (Max_with Linearity) + S.Positive.via_monotone Obj.obj (Max_with (Comonadic Linearity)) (S.Positive.disallow_left m) let set_linearity_max m = S.Positive.via_monotone Obj.obj - (C.lift SLinearity (Const_max Linearity)) + (C.lift_comonadic SLinearity (Const_max Linearity)) (S.Positive.disallow_left m) let set_linearity_min m = S.Positive.via_monotone Obj.obj - (C.lift SLinearity (Const_min Linearity)) + (C.lift_comonadic SLinearity (Const_min Linearity)) (S.Positive.disallow_right m) let zap_to_legacy = zap_to_floor @@ -1152,45 +1325,49 @@ module Comonadic_with_locality = struct type equate_error = equate_step * error let locality m = - S.Positive.via_monotone Locality.Obj.obj (Proj (Obj.obj, Areality)) m + S.Positive.via_monotone Locality.Obj.obj + (Proj (Obj.obj, Comonadic Areality)) + m let min_with_locality m = - S.Positive.via_monotone Obj.obj (Min_with Areality) + S.Positive.via_monotone Obj.obj (Min_with (Comonadic Areality)) (S.Positive.disallow_right m) let max_with_locality m = - S.Positive.via_monotone Obj.obj (Max_with Areality) + S.Positive.via_monotone Obj.obj (Max_with (Comonadic Areality)) (S.Positive.disallow_left m) let set_locality_max m = S.Positive.via_monotone Obj.obj - (C.lift SAreality (Const_max Locality)) + (C.lift_comonadic SAreality (Const_max Locality)) (S.Positive.disallow_left m) let set_locality_min m = S.Positive.via_monotone Obj.obj - (C.lift SAreality (Const_min Locality)) + (C.lift_comonadic SAreality (Const_min Locality)) (S.Positive.disallow_right m) let linearity m = - S.Positive.via_monotone Linearity.Obj.obj (Proj (Obj.obj, Linearity)) m + S.Positive.via_monotone Linearity.Obj.obj + (Proj (Obj.obj, Comonadic Linearity)) + m let min_with_linearity m = - S.Positive.via_monotone Obj.obj (Min_with Linearity) + S.Positive.via_monotone Obj.obj (Min_with (Comonadic Linearity)) (S.Positive.disallow_right m) let max_with_linearity m = - S.Positive.via_monotone Obj.obj (Max_with Linearity) + S.Positive.via_monotone Obj.obj (Max_with (Comonadic Linearity)) (S.Positive.disallow_left m) let set_linearity_max m = S.Positive.via_monotone Obj.obj - (C.lift SLinearity (Const_max Linearity)) + (C.lift_comonadic SLinearity (Const_max Linearity)) (S.Positive.disallow_left m) let set_linearity_min m = S.Positive.via_monotone Obj.obj - (C.lift SLinearity (Const_min Linearity)) + (C.lift_comonadic SLinearity (Const_min Linearity)) (S.Positive.disallow_right m) let zap_to_legacy = zap_to_floor @@ -1220,29 +1397,69 @@ module Comonadic_with_locality = struct end module Monadic = struct - let uniqueness m = m + module Const = struct + include C.Monadic.Lattice + end + + module Obj = struct + type const = Const.t + + (* Negative solver on the opposite of monadic should give the monadic + fragment with original ordering *) + module Solver = S.Negative + + let obj = C.Monadic_op + end - (* secretly just uniqueness *) - include Uniqueness + include Common (Obj) type error = [`Uniqueness of Uniqueness.error] type equate_error = equate_step * error - let max_with_uniqueness m = S.Negative.disallow_left m + let uniqueness m = + S.Negative.via_monotone Uniqueness.Obj.obj + (Proj (Obj.obj, Monadic Uniqueness)) + m + + let max_with_uniqueness m = + S.Negative.via_monotone Obj.obj (Min_with (Monadic Uniqueness)) + (S.Negative.disallow_left m) - let min_with_uniqueness m = S.Negative.disallow_right m + let min_with_uniqueness m = + S.Negative.via_monotone Obj.obj (Max_with (Monadic Uniqueness)) + (S.Negative.disallow_right m) - let set_uniqueness_max _ = - Uniqueness.max |> S.Negative.disallow_left |> S.Negative.allow_right + let set_uniqueness_max m = + S.Negative.via_monotone Obj.obj + (C.lift_monadic Uniqueness (Const_min Uniqueness_op)) + (S.Negative.disallow_left m) - let set_uniqueness_min _ = - Uniqueness.min |> S.Negative.disallow_right |> S.Negative.allow_left + let set_uniqueness_min m = + S.Negative.via_monotone Obj.obj + (C.lift_monadic Uniqueness (Const_max Uniqueness_op)) + (S.Negative.disallow_right m) + + let zap_to_legacy = zap_to_ceil + let legacy = of_const Const.legacy + + (* overriding to report the offending axis *) let submode m0 m1 = - match submode m0 m1 with Ok () -> Ok () | Error e -> Error (`Uniqueness e) + match submode m0 m1 with + | Ok () -> Ok () + | Error { left = uni0, (); right = uni1, () } -> + if Uniqueness.Const.le uni0 uni1 + then assert false + else Error (`Uniqueness { left = uni0; right = uni1 }) + (* override to report the offending axis *) let equate = equate_from_submode submode + + (** overriding to check per-axis *) + let check_const m = + let uniqueness = Uniqueness.check_const (uniqueness m) in + uniqueness end type ('mo, 'como) monadic_comonadic = @@ -1352,15 +1569,15 @@ module Value = struct let zap_to_floor { comonadic; monadic } = match Monadic.zap_to_floor monadic, Comonadic.zap_to_floor comonadic with - | uniqueness, (locality, linearity) -> locality, linearity, uniqueness + | (uniqueness, ()), (locality, linearity) -> locality, linearity, uniqueness let zap_to_ceil { comonadic; monadic } = match Monadic.zap_to_ceil monadic, Comonadic.zap_to_ceil comonadic with - | uniqueness, (locality, linearity) -> locality, linearity, uniqueness + | (uniqueness, ()), (locality, linearity) -> locality, linearity, uniqueness let zap_to_legacy { comonadic; monadic } = match Monadic.zap_to_legacy monadic, Comonadic.zap_to_legacy comonadic with - | uniqueness, (locality, linearity) -> locality, linearity, uniqueness + | (uniqueness, ()), (locality, linearity) -> locality, linearity, uniqueness let check_const { comonadic; monadic } = let locality, linearity = Comonadic.check_const comonadic in @@ -1369,7 +1586,7 @@ module Value = struct let of_const (locality, linearity, uniqueness) = let comonadic = Comonadic.of_const (locality, linearity) in - let monadic = Monadic.of_const uniqueness in + let monadic = Monadic.of_const (uniqueness, ()) in { comonadic; monadic } let legacy = @@ -1712,7 +1929,7 @@ module Alloc = struct let of_const { locality; linearity; uniqueness } = let comonadic = Comonadic.of_const (locality, linearity) in - let monadic = Monadic.of_const uniqueness in + let monadic = Monadic.of_const (uniqueness, ()) in { comonadic; monadic } let min = @@ -1798,15 +2015,18 @@ module Alloc = struct let zap_to_floor { comonadic; monadic } : Const.t = match Monadic.zap_to_floor monadic, Comonadic.zap_to_floor comonadic with - | uniqueness, (locality, linearity) -> { locality; linearity; uniqueness } + | (uniqueness, ()), (locality, linearity) -> + { locality; linearity; uniqueness } let zap_to_ceil { comonadic; monadic } : Const.t = match Monadic.zap_to_ceil monadic, Comonadic.zap_to_ceil comonadic with - | uniqueness, (locality, linearity) -> { locality; linearity; uniqueness } + | (uniqueness, ()), (locality, linearity) -> + { locality; linearity; uniqueness } let zap_to_legacy { comonadic; monadic } : Const.t = match Monadic.zap_to_legacy monadic, Comonadic.zap_to_legacy comonadic with - | uniqueness, (locality, linearity) -> { locality; linearity; uniqueness } + | (uniqueness, ()), (locality, linearity) -> + { locality; linearity; uniqueness } let check_const { comonadic; monadic } : Const.Option.t = let locality, linearity = Comonadic.check_const comonadic in @@ -1842,7 +2062,7 @@ let alloc_as_value m = let { comonadic; monadic } = m in let comonadic = S.Positive.via_monotone Value.Comonadic.Obj.obj - (C.lift SAreality Locality_as_regionality) + (C.lift_comonadic SAreality Locality_as_regionality) comonadic in { comonadic; monadic } @@ -1851,7 +2071,7 @@ let alloc_to_value_l2r m = let { comonadic; monadic } = Alloc.disallow_right m in let comonadic = S.Positive.via_monotone Value.Comonadic.Obj.obj - (C.lift SAreality Local_to_regional) + (C.lift_comonadic SAreality Local_to_regional) comonadic in { comonadic; monadic } @@ -1861,7 +2081,7 @@ let value_to_alloc_r2g : type l r. (l * r) Value.t -> (l * r) Alloc.t = let { comonadic; monadic } = m in let comonadic = S.Positive.via_monotone Alloc.Comonadic.Obj.obj - (C.lift SAreality Regional_to_global) + (C.lift_comonadic SAreality Regional_to_global) comonadic in { comonadic; monadic } @@ -1870,7 +2090,7 @@ let value_to_alloc_r2l m = let { comonadic; monadic } = m in let comonadic = S.Positive.via_monotone Alloc.Comonadic.Obj.obj - (C.lift SAreality Regional_to_local) + (C.lift_comonadic SAreality Regional_to_local) comonadic in { comonadic; monadic } From e9c487b0928011e8a3b05211e1ba8c24eb9555b6 Mon Sep 17 00:00:00 2001 From: Zesen Qian Date: Mon, 4 Mar 2024 16:45:11 +0000 Subject: [PATCH 3/8] flatten [axis] to reduce indirection --- ocaml/typing/mode.ml | 314 ++++++++++++++++--------------------------- 1 file changed, 117 insertions(+), 197 deletions(-) diff --git a/ocaml/typing/mode.ml b/ocaml/typing/mode.ml index 586f48579ae..1ad95fb2550 100644 --- a/ocaml/typing/mode.ml +++ b/ocaml/typing/mode.ml @@ -218,114 +218,46 @@ module Lattices = struct proper [Contention.t] anyway, so this seem like a easy quick fix. *) type t = Uniqueness.t * Unit.t - type 'r axis = Uniqueness : Uniqueness.t axis + let min = Uniqueness.min, Unit.min - let print_axis : type r. Format.formatter -> r axis -> unit = - fun ppf -> function Uniqueness -> Format.fprintf ppf "uniqueness" + let max = Uniqueness.max, Unit.max - let proj : type r. r axis -> t -> r = - fun ax (t0, ()) -> match ax with Uniqueness -> t0 + let legacy = Uniqueness.legacy, Unit.legacy - let eq_axis (type r0 r1) : r0 axis -> r1 axis -> (r0, r1) Misc.eq option = - fun a b -> match a, b with Uniqueness, Uniqueness -> Some Refl + let le (a0, a1) (b0, b1) = Uniqueness.le a0 b0 && Unit.le a1 b1 - let update (type r) : r axis -> r -> t -> t = - fun ax a (_, ()) -> match ax with Uniqueness -> a, () + let join (a0, a1) (b0, b1) = Uniqueness.join a0 b0, Unit.join a1 b1 - module Lattice = struct - type nonrec t = t + let meet (a0, a1) (b0, b1) = Uniqueness.meet a0 b0, Unit.meet a1 b1 - let min = Uniqueness.min, Unit.min - - let max = Uniqueness.max, Unit.max - - let legacy = Uniqueness.legacy, Unit.legacy - - let le (a0, a1) (b0, b1) = Uniqueness.le a0 b0 && Unit.le a1 b1 - - let join (a0, a1) (b0, b1) = Uniqueness.join a0 b0, Unit.join a1 b1 - - let meet (a0, a1) (b0, b1) = Uniqueness.meet a0 b0, Unit.meet a1 b1 - - let print ppf (a0, ()) = Format.fprintf ppf "%a" Uniqueness.print a0 - end - - module Lattice_op = Opposite (Lattice) + let print ppf (a0, ()) = Format.fprintf ppf "%a" Uniqueness.print a0 end - module Comonadic_with = struct - type 'areality t = 'areality * Linearity.t - - type ('areality, 'r) axis = - | Areality : ('areality, 'areality) axis - | Linearity : ('areality, Linearity.t) axis - - let print_axis : - type areality r. Format.formatter -> (areality, r) axis -> unit = - fun ppf -> function - | Areality -> Format.fprintf ppf "areality" - | Linearity -> Format.fprintf ppf "linearity" - - let proj (type areality r) : (areality, r) axis -> areality t -> r = - fun ax (t0, t1) -> match ax with Areality -> t0 | Linearity -> t1 - - let eq_axis (type areality r0 r1) : - (areality, r0) axis -> (areality, r1) axis -> (r0, r1) Misc.eq option = - fun a b -> - match a, b with - | Areality, Areality -> Some Refl - | Linearity, Linearity -> Some Refl - | (Areality | Linearity), _ -> None - - (* Description of which component to set in the comonadic fragment. - [SAreality]: update the areality in ['a0 t] to get ['a1 t]. - [SLinearity]: update the linearity in ['a0 t] to get ['a0 t]. - In [('a0, 'r0, 'a1, 'r1) saxis], we have these type parameters: - * ['a0]: the type parameter to [t] before the change - * ['r0]: the type of the thing to be changed, before the change - * ['a1]: the type parameter to [t] after the change - * ['r1]: the type of the thing to be changed, after the change - *) - type ('a0, 'r0, 'a1, 'r1) saxis = - | SAreality : ('a0, 'a0, 'a1, 'a1) saxis - | SLinearity : ('a0, Linearity.t, 'a0, Linearity.t) saxis - - let lift (type a0 r0 a1 r1) : - (a0, r0, a1, r1) saxis -> (r0 -> r1) -> a0 t -> a1 t = - fun sax f (a0, a1) -> - match sax with SAreality -> f a0, a1 | SLinearity -> a0, f a1 - - let update (type a r) : (a, r) axis -> r -> a t -> a t = - let endo (type a r) : (a, r) axis -> (a, r, a, r) saxis = function - | Areality -> SAreality - | Linearity -> SLinearity - in - fun ax a t -> lift (endo ax) (fun _ -> a) t + type 'areality comonadic_with = 'areality * Linearity.t - module Lattice (Areality : Areality) = struct - type nonrec t = Areality.t t + module Comonadic_with (Areality : Areality) = struct + type t = Areality.t comonadic_with - let min = Areality.min, Linearity.min + let min = Areality.min, Linearity.min - let max = Areality.max, Linearity.max + let max = Areality.max, Linearity.max - let legacy = Areality.legacy, Linearity.legacy + let legacy = Areality.legacy, Linearity.legacy - let le (a0, a1) (b0, b1) = Areality.le a0 b0 && Linearity.le a1 b1 + let le (a0, a1) (b0, b1) = Areality.le a0 b0 && Linearity.le a1 b1 - let join (a0, a1) (b0, b1) = Areality.join a0 b0, Linearity.join a1 b1 + let join (a0, a1) (b0, b1) = Areality.join a0 b0, Linearity.join a1 b1 - let meet (a0, a1) (b0, b1) = Areality.meet a0 b0, Linearity.meet a1 b1 + let meet (a0, a1) (b0, b1) = Areality.meet a0 b0, Linearity.meet a1 b1 - let print ppf (a0, a1) = - Format.fprintf ppf "%a,%a" Areality.print a0 Linearity.print a1 - end - [@@inline] + let print ppf (a0, a1) = + Format.fprintf ppf "%a,%a" Areality.print a0 Linearity.print a1 end + [@@inline] - module Monadic_op = Monadic.Lattice_op - module Comonadic_with_locality = Comonadic_with.Lattice (Locality) - module Comonadic_with_regionality = Comonadic_with.Lattice (Regionality) + module Monadic_op = Opposite (Monadic) + module Comonadic_with_locality = Comonadic_with (Locality) + module Comonadic_with_regionality = Comonadic_with (Regionality) (* Axes are categorized into monadic and comonadic fragments, and in general: - Morphisms between the same fragment are always monotone. @@ -352,62 +284,53 @@ module Lattices = struct | Comonadic_with_regionality -> Format.fprintf ppf "Comonadic_with_regionality" - (** ('t, 'r) represents an axis in the product type ['t], the axis is of type - ['r]. Consider inlining [Comonadic_with.axis] and [Monadic.axis] to avoid - indirection (the code would be less clear, tho) *) + (** ('t, 'r) represents a projection from a product of type ['t] to a element + of type ['r]. *) type ('t, 'r) axis = - | Comonadic : - ('areality, 'r) Comonadic_with.axis - -> ('areality Comonadic_with.t, 'r) axis - | Monadic : 'r Monadic.axis -> (Monadic_op.t, 'r) axis + | Areality : ('a comonadic_with, 'a) axis + | Linearity : ('areality comonadic_with, Linearity.t) axis + | Uniqueness : (Monadic_op.t, Uniqueness_op.t) axis let print_axis : type t r. _ -> (t, r) axis -> unit = fun ppf -> function - | Comonadic ax -> Comonadic_with.print_axis ppf ax - | Monadic ax -> Monadic.print_axis ppf ax + | Areality -> Format.fprintf ppf "areality" + | Linearity -> Format.fprintf ppf "linearity" + | Uniqueness -> Format.fprintf ppf "uniqueness" let eq_axis : type t r0 r1. (t, r0) axis -> (t, r1) axis -> (r0, r1) Misc.eq option = fun ax0 ax1 -> match ax0, ax1 with - | Comonadic ax0, Comonadic ax1 -> Comonadic_with.eq_axis ax0 ax1 - | Monadic ax0, Monadic ax1 -> Monadic.eq_axis ax0 ax1 + | Areality, Areality -> Some Refl + | Linearity, Linearity -> Some Refl + | Uniqueness, Uniqueness -> Some Refl + | _ -> None let proj : type t r. (t, r) axis -> t -> r = fun ax t -> - match ax with - | Comonadic ax -> Comonadic_with.proj ax t - | Monadic ax -> Monadic.proj ax t + match ax, t with + | Areality, (a, _) -> a + | Linearity, (_, lin) -> lin + | Uniqueness, (uni, ()) -> uni let update : type t r. (t, r) axis -> r -> t -> t = fun ax r t -> - match ax with - | Comonadic ax -> Comonadic_with.update ax r t - | Monadic ax -> Monadic.update ax r t - - let proj_comonadic_obj : - type areality r. - (areality, r) Comonadic_with.axis -> - areality Comonadic_with.t obj -> - r obj = + match ax, t with + | Areality, (_, lin) -> r, lin + | Linearity, (area, _) -> area, r + | Uniqueness, (_, ()) -> r, () + + let proj_obj : type t r. (t, r) axis -> t obj -> r obj = fun ax obj -> match ax, obj with | Areality, Comonadic_with_locality -> Locality | Areality, Comonadic_with_regionality -> Regionality | Linearity, Comonadic_with_locality -> Linearity | Linearity, Comonadic_with_regionality -> Linearity - - let proj_monadic_obj : type r. r Monadic.axis -> Monadic_op.t obj -> r obj = - fun ax obj -> match ax, obj with Uniqueness, Monadic_op -> Uniqueness_op - - let proj_obj : type t r. (t, r) axis -> t obj -> r obj = - fun ax obj -> - match ax with - | Comonadic ax -> proj_comonadic_obj ax obj - | Monadic ax -> proj_monadic_obj ax obj + | Uniqueness, Monadic_op -> Uniqueness_op let prod_comonadic_obj : - type a. a obj -> Linearity.t obj -> a Comonadic_with.t obj = + type a. a obj -> Linearity.t obj -> a comonadic_with obj = fun a0 a1 -> match a0, a1 with | Locality, Linearity -> Comonadic_with_locality @@ -523,7 +446,7 @@ module Lattices_mono = struct of doing that is also unclear. *) | Map_comonadic : ('a0, 'a1, 'd) morph * (Linearity.t, Linearity.t, 'd) morph - -> ('a0 Comonadic_with.t, 'a1 Comonadic_with.t, 'd) morph + -> ('a0 comonadic_with, 'a1 comonadic_with, 'd) morph (** Maps the comonads per-axis *) | Map_monadic : (Uniqueness_op.t, Uniqueness_op.t, 'd) morph @@ -677,13 +600,13 @@ module Lattices_mono = struct | Regional_to_local -> Regionality | Regional_to_global -> Regionality | Map_comonadic (f0, f1) -> - let dst0 = proj_comonadic_obj Areality dst in - let dst1 = proj_comonadic_obj Linearity dst in + let dst0 = proj_obj Areality dst in + let dst1 = proj_obj Linearity dst in let src0 = src dst0 f0 in let src1 = src dst1 f1 in prod_comonadic_obj src0 src1 | Map_monadic f0 -> - let dst0 = proj_monadic_obj Uniqueness dst in + let dst0 = proj_obj Uniqueness dst in let src0 = src dst0 f0 in prod_monadic_obj src0 @@ -818,12 +741,12 @@ module Lattices_mono = struct | Regional_to_global -> regional_to_global a | Global_to_regional -> global_to_regional a | Map_comonadic (f0, f1) -> - let dst0 = proj_comonadic_obj Areality dst in - let dst1 = proj_comonadic_obj Linearity dst in + let dst0 = proj_obj Areality dst in + let dst1 = proj_obj Linearity dst in let a0, a1 = a in apply dst0 f0 a0, apply dst1 f1 a1 | Map_monadic f0 -> - let dst0 = proj_monadic_obj Uniqueness dst in + let dst0 = proj_obj Uniqueness dst in let a0, () = a in apply dst0 f0 a0, () @@ -861,15 +784,12 @@ module Lattices_mono = struct | Proj (mid, ax), Map_comonadic (f0, f1) -> ( let src' = src mid m1 in match ax with - | Comonadic Areality -> - Some (compose dst f0 (Proj (src', Comonadic Areality))) - | Comonadic Linearity -> - Some (compose dst f1 (Proj (src', Comonadic Linearity)))) + | Areality -> Some (compose dst f0 (Proj (src', Areality))) + | Linearity -> Some (compose dst f1 (Proj (src', Linearity)))) | Proj (mid, ax), Map_monadic f0 -> ( let src' = src mid m1 in match ax with - | Monadic Uniqueness -> - Some (compose dst f0 (Proj (src', Monadic Uniqueness)))) + | Uniqueness -> Some (compose dst f0 (Proj (src', Uniqueness)))) | Max_with _, Const_max src -> Some (Const_max src) | Min_with _, Const_min src -> Some (Const_min src) | Unique_to_linear, Const_min src -> Some (Const_min src) @@ -879,11 +799,11 @@ module Lattices_mono = struct | Unique_to_linear, Linear_to_unique -> Some Id | Linear_to_unique, Unique_to_linear -> Some Id | Map_comonadic (f0, f1), Map_comonadic (g0, g1) -> - let dst0 = proj_comonadic_obj Areality dst in - let dst1 = proj_comonadic_obj Linearity dst in + let dst0 = proj_obj Areality dst in + let dst1 = proj_obj Linearity dst in Some (Map_comonadic (compose dst0 f0 g0, compose dst1 f1 g1)) | Map_monadic f0, Map_monadic g0 -> - let dst0 = proj_monadic_obj Uniqueness dst in + let dst0 = proj_obj Uniqueness dst in Some (Map_monadic (compose dst0 f0 g0)) | Regional_to_local, Local_to_regional -> Some Id | Regional_to_local, Global_to_regional -> Some (Const_max Locality) @@ -955,13 +875,13 @@ module Lattices_mono = struct | Locality_as_regionality -> Regional_to_local | Regional_to_local -> Local_to_regional | Map_comonadic (f0, f1) -> - let dst0 = proj_comonadic_obj Areality dst in - let dst1 = proj_comonadic_obj Linearity dst in + let dst0 = proj_obj Areality dst in + let dst1 = proj_obj Linearity dst in let f0' = left_adjoint dst0 f0 in let f1' = left_adjoint dst1 f1 in Map_comonadic (f0', f1') | Map_monadic f0 -> - let dst0 = proj_monadic_obj Uniqueness dst in + let dst0 = proj_obj Uniqueness dst in let f0' = left_adjoint dst0 f0 in Map_monadic f0' @@ -986,31 +906,41 @@ module Lattices_mono = struct | Locality_as_regionality -> Regional_to_global | Regional_to_global -> Global_to_regional | Map_comonadic (f0, f1) -> - let dst0 = proj_comonadic_obj Areality dst in - let dst1 = proj_comonadic_obj Linearity dst in + let dst0 = proj_obj Areality dst in + let dst1 = proj_obj Linearity dst in let f0' = right_adjoint dst0 f0 in let f1' = right_adjoint dst1 f1 in Map_comonadic (f0', f1') | Map_monadic f0 -> - let dst0 = proj_monadic_obj Uniqueness dst in + let dst0 = proj_obj Uniqueness dst in let f0' = right_adjoint dst0 f0 in Map_monadic f0' - (** Helper functions that returns a [Map_comonadic] that corresponds to lifting *) - let lift_comonadic (type a0 r0 a1 r1 d) : - (a0, r0, a1, r1) Comonadic_with.saxis -> - (r0, r1, d) morph -> - (a0 Comonadic_with.t, a1 Comonadic_with.t, d) morph = + (* Description of which component to set in a product. + [SAreality]: update the areality in ['a0 comonadic_with] to get ['a1 comonadic_with]. + [SLinearity]: update the linearity in ['a0 comonadic_with] to get ['a0 comonadic_with]. + In [('t0, 'r0, 't1, 'r1) saxis], we have these type parameters: + * ['t0]: the type of the product before the change + * ['r0]: the type of the axis to be changed, before the change + * ['t1]: the type of the product after the change + * ['r1]: the type of the axis to be changed, after the change + *) + type ('t0, 'r0, 't1, 'r1) saxis = + | SAreality : ('a0 comonadic_with, 'a0, 'a1 comonadic_with, 'a1) saxis + | SLinearity + : ('a comonadic_with, Linearity.t, 'a comonadic_with, Linearity.t) saxis + | SUniqueness + : (Monadic_op.t, Uniqueness.t, Monadic_op.t, Uniqueness.t) saxis + + (** Helper functions that returns a [Map_comonadic] or [Map_monadic] that + corresponds to lifting *) + let lift (type t0 r0 t1 r1 d) : + (t0, r0, t1, r1) saxis -> (r0, r1, d) morph -> (t0, t1, d) morph = fun sax f -> match sax, f with | SAreality, f0 -> Map_comonadic (f0, Id) | SLinearity, f1 -> Map_comonadic (Id, f1) - - (** Helper function that returns a [Map_comonadic] that corresponds to lifting *) - let lift_monadic (type r d) : - r Monadic.axis -> (r, r, d) morph -> (Monadic_op.t, Monadic_op.t, d) morph - = - fun ax f -> match ax, f with Uniqueness, f -> Map_monadic f + | SUniqueness, f -> Map_monadic f end module C = Lattices_mono @@ -1156,7 +1086,7 @@ module Linearity = struct module Solver = S.Positive - let obj = C.Linearity + let obj : _ C.obj = C.Linearity end include Common (Obj) @@ -1232,49 +1162,45 @@ module Comonadic_with_regionality = struct type equate_error = equate_step * error let regionality m = - S.Positive.via_monotone Regionality.Obj.obj - (Proj (Obj.obj, Comonadic Areality)) - m + S.Positive.via_monotone Regionality.Obj.obj (Proj (Obj.obj, Areality)) m let min_with_regionality m = - S.Positive.via_monotone Obj.obj (Min_with (Comonadic Areality)) + S.Positive.via_monotone Obj.obj (Min_with Areality) (S.Positive.disallow_right m) let max_with_regionality m = - S.Positive.via_monotone Obj.obj (Max_with (Comonadic Areality)) + S.Positive.via_monotone Obj.obj (Max_with Areality) (S.Positive.disallow_left m) let set_regionality_max m = S.Positive.via_monotone Obj.obj - (C.lift_comonadic SAreality (Const_max Regionality)) + (C.lift SAreality (Const_max Regionality)) (S.Positive.disallow_left m) let set_regionality_min m = S.Positive.via_monotone Obj.obj - (C.lift_comonadic SAreality (Const_min Regionality)) + (C.lift SAreality (Const_min Regionality)) (S.Positive.disallow_right m) let linearity m = - S.Positive.via_monotone Linearity.Obj.obj - (Proj (Obj.obj, Comonadic Linearity)) - m + S.Positive.via_monotone Linearity.Obj.obj (Proj (Obj.obj, Linearity)) m let min_with_linearity m = - S.Positive.via_monotone Obj.obj (Min_with (Comonadic Linearity)) + S.Positive.via_monotone Obj.obj (Min_with Linearity) (S.Positive.disallow_right m) let max_with_linearity m = - S.Positive.via_monotone Obj.obj (Max_with (Comonadic Linearity)) + S.Positive.via_monotone Obj.obj (Max_with Linearity) (S.Positive.disallow_left m) let set_linearity_max m = S.Positive.via_monotone Obj.obj - (C.lift_comonadic SLinearity (Const_max Linearity)) + (C.lift SLinearity (Const_max Linearity)) (S.Positive.disallow_left m) let set_linearity_min m = S.Positive.via_monotone Obj.obj - (C.lift_comonadic SLinearity (Const_min Linearity)) + (C.lift SLinearity (Const_min Linearity)) (S.Positive.disallow_right m) let zap_to_legacy = zap_to_floor @@ -1325,49 +1251,45 @@ module Comonadic_with_locality = struct type equate_error = equate_step * error let locality m = - S.Positive.via_monotone Locality.Obj.obj - (Proj (Obj.obj, Comonadic Areality)) - m + S.Positive.via_monotone Locality.Obj.obj (Proj (Obj.obj, Areality)) m let min_with_locality m = - S.Positive.via_monotone Obj.obj (Min_with (Comonadic Areality)) + S.Positive.via_monotone Obj.obj (Min_with Areality) (S.Positive.disallow_right m) let max_with_locality m = - S.Positive.via_monotone Obj.obj (Max_with (Comonadic Areality)) + S.Positive.via_monotone Obj.obj (Max_with Areality) (S.Positive.disallow_left m) let set_locality_max m = S.Positive.via_monotone Obj.obj - (C.lift_comonadic SAreality (Const_max Locality)) + (C.lift SAreality (Const_max Locality)) (S.Positive.disallow_left m) let set_locality_min m = S.Positive.via_monotone Obj.obj - (C.lift_comonadic SAreality (Const_min Locality)) + (C.lift SAreality (Const_min Locality)) (S.Positive.disallow_right m) let linearity m = - S.Positive.via_monotone Linearity.Obj.obj - (Proj (Obj.obj, Comonadic Linearity)) - m + S.Positive.via_monotone Linearity.Obj.obj (Proj (Obj.obj, Linearity)) m let min_with_linearity m = - S.Positive.via_monotone Obj.obj (Min_with (Comonadic Linearity)) + S.Positive.via_monotone Obj.obj (Min_with Linearity) (S.Positive.disallow_right m) let max_with_linearity m = - S.Positive.via_monotone Obj.obj (Max_with (Comonadic Linearity)) + S.Positive.via_monotone Obj.obj (Max_with Linearity) (S.Positive.disallow_left m) let set_linearity_max m = S.Positive.via_monotone Obj.obj - (C.lift_comonadic SLinearity (Const_max Linearity)) + (C.lift SLinearity (Const_max Linearity)) (S.Positive.disallow_left m) let set_linearity_min m = S.Positive.via_monotone Obj.obj - (C.lift_comonadic SLinearity (Const_min Linearity)) + (C.lift SLinearity (Const_min Linearity)) (S.Positive.disallow_right m) let zap_to_legacy = zap_to_floor @@ -1398,7 +1320,7 @@ end module Monadic = struct module Const = struct - include C.Monadic.Lattice + include C.Monadic end module Obj = struct @@ -1418,26 +1340,24 @@ module Monadic = struct type equate_error = equate_step * error let uniqueness m = - S.Negative.via_monotone Uniqueness.Obj.obj - (Proj (Obj.obj, Monadic Uniqueness)) - m + S.Negative.via_monotone Uniqueness.Obj.obj (Proj (Obj.obj, Uniqueness)) m let max_with_uniqueness m = - S.Negative.via_monotone Obj.obj (Min_with (Monadic Uniqueness)) + S.Negative.via_monotone Obj.obj (Min_with Uniqueness) (S.Negative.disallow_left m) let min_with_uniqueness m = - S.Negative.via_monotone Obj.obj (Max_with (Monadic Uniqueness)) + S.Negative.via_monotone Obj.obj (Max_with Uniqueness) (S.Negative.disallow_right m) let set_uniqueness_max m = S.Negative.via_monotone Obj.obj - (C.lift_monadic Uniqueness (Const_min Uniqueness_op)) + (C.lift SUniqueness (Const_min Uniqueness_op)) (S.Negative.disallow_left m) let set_uniqueness_min m = S.Negative.via_monotone Obj.obj - (C.lift_monadic Uniqueness (Const_max Uniqueness_op)) + (C.lift SUniqueness (Const_max Uniqueness_op)) (S.Negative.disallow_right m) let zap_to_legacy = zap_to_ceil @@ -2062,7 +1982,7 @@ let alloc_as_value m = let { comonadic; monadic } = m in let comonadic = S.Positive.via_monotone Value.Comonadic.Obj.obj - (C.lift_comonadic SAreality Locality_as_regionality) + (C.lift SAreality Locality_as_regionality) comonadic in { comonadic; monadic } @@ -2071,7 +1991,7 @@ let alloc_to_value_l2r m = let { comonadic; monadic } = Alloc.disallow_right m in let comonadic = S.Positive.via_monotone Value.Comonadic.Obj.obj - (C.lift_comonadic SAreality Local_to_regional) + (C.lift SAreality Local_to_regional) comonadic in { comonadic; monadic } @@ -2081,7 +2001,7 @@ let value_to_alloc_r2g : type l r. (l * r) Value.t -> (l * r) Alloc.t = let { comonadic; monadic } = m in let comonadic = S.Positive.via_monotone Alloc.Comonadic.Obj.obj - (C.lift_comonadic SAreality Regional_to_global) + (C.lift SAreality Regional_to_global) comonadic in { comonadic; monadic } @@ -2090,7 +2010,7 @@ let value_to_alloc_r2l m = let { comonadic; monadic } = m in let comonadic = S.Positive.via_monotone Alloc.Comonadic.Obj.obj - (C.lift_comonadic SAreality Regional_to_local) + (C.lift SAreality Regional_to_local) comonadic in { comonadic; monadic } From b855d8e386954f740ee9a898600e3d4e6bd844d4 Mon Sep 17 00:00:00 2001 From: Richard Eisenberg Date: Thu, 7 Mar 2024 17:38:16 -0500 Subject: [PATCH 4/8] Some small changes * Remove fragile matches * Make product-making functions less general: I don't think we'll need multiple different monadic products, and the comonadic product is just about locality-vs-regionality. Unless we're anticipating a similar situation later, I don't think we need to over-generalize. --- ocaml/typing/mode.ml | 39 ++++++++++++++++----------------------- 1 file changed, 16 insertions(+), 23 deletions(-) diff --git a/ocaml/typing/mode.ml b/ocaml/typing/mode.ml index 1ad95fb2550..2f60c07f1f6 100644 --- a/ocaml/typing/mode.ml +++ b/ocaml/typing/mode.ml @@ -12,6 +12,9 @@ (* *) (**************************************************************************) +(* warn on fragile matches *) +[@@@warning "+4"] + open Solver open Solver_intf open Mode_intf @@ -304,7 +307,7 @@ module Lattices = struct | Areality, Areality -> Some Refl | Linearity, Linearity -> Some Refl | Uniqueness, Uniqueness -> Some Refl - | _ -> None + | (Areality | Linearity | Uniqueness), _ -> None let proj : type t r. (t, r) axis -> t -> r = fun ax t -> @@ -329,20 +332,15 @@ module Lattices = struct | Linearity, Comonadic_with_regionality -> Linearity | Uniqueness, Monadic_op -> Uniqueness_op - let prod_comonadic_obj : - type a. a obj -> Linearity.t obj -> a comonadic_with obj = - fun a0 a1 -> - match a0, a1 with - | Locality, Linearity -> Comonadic_with_locality - | Regionality, Linearity -> Comonadic_with_regionality - | ( ( Uniqueness_op | Linearity | Monadic_op | Comonadic_with_regionality - | Comonadic_with_locality ), - Linearity ) -> + let comonadic_with_obj : type a. a obj -> a comonadic_with obj = + fun a0 -> + match a0 with + | Locality -> Comonadic_with_locality + | Regionality -> Comonadic_with_regionality + | Uniqueness_op | Linearity | Monadic_op | Comonadic_with_regionality + | Comonadic_with_locality -> assert false - let prod_monadic_obj : Uniqueness_op.t obj -> Monadic_op.t obj = - fun a0 -> match a0 with Uniqueness_op -> Monadic_op - let min : type a. a obj -> a = function | Locality -> Locality.min | Regionality -> Regionality.min @@ -599,16 +597,11 @@ module Lattices_mono = struct | Global_to_regional -> Locality | Regional_to_local -> Regionality | Regional_to_global -> Regionality - | Map_comonadic (f0, f1) -> + | Map_comonadic (f0, _) -> let dst0 = proj_obj Areality dst in - let dst1 = proj_obj Linearity dst in - let src0 = src dst0 f0 in - let src1 = src dst1 f1 in - prod_comonadic_obj src0 src1 - | Map_monadic f0 -> - let dst0 = proj_obj Uniqueness dst in let src0 = src dst0 f0 in - prod_monadic_obj src0 + comonadic_with_obj src0 + | Map_monadic _ -> Monadic_op module Equal_morph = Magic_equal (struct type ('a, 'b, 'd) t = ('a, 'b, 'd) morph constraint 'd = 'l * 'r @@ -649,9 +642,9 @@ module Lattices_mono = struct | Map_comonadic (f0, f1), Map_comonadic (g0, g1) -> ( match equal f0 g0, equal f1 g1 with | Some Refl, Some Refl -> Some Refl - | _, _ -> None) + | None, _ | _, None -> None) | Map_monadic f0, Map_monadic g0 -> ( - match equal f0 g0 with Some Refl -> Some Refl | _ -> None) + match equal f0 g0 with Some Refl -> Some Refl | None -> None) | ( ( Id | Proj _ | Max_with _ | Min_with _ | Const_min _ | Const_max _ | Unique_to_linear | Linear_to_unique | Local_to_regional | Locality_as_regionality | Global_to_regional | Regional_to_local From f6faaba2be2ee73ad4b6f4846226d3fd1d7e3c94 Mon Sep 17 00:00:00 2001 From: Richard Eisenberg Date: Thu, 7 Mar 2024 19:04:20 -0500 Subject: [PATCH 5/8] A few more suggested changes --- ocaml/typing/mode.ml | 13 +++++-------- 1 file changed, 5 insertions(+), 8 deletions(-) diff --git a/ocaml/typing/mode.ml b/ocaml/typing/mode.ml index 2f60c07f1f6..1a6e9dc5b81 100644 --- a/ocaml/typing/mode.ml +++ b/ocaml/typing/mode.ml @@ -666,8 +666,8 @@ module Lattices_mono = struct | Max_with ax -> Format.fprintf ppf "max_with_%a" print_axis ax | Min_with ax -> Format.fprintf ppf "min_with_%a" print_axis ax | Map_comonadic (f0, f1) -> - Format.fprintf ppf "map(%a,%a)" print_morph f0 print_morph f1 - | Map_monadic f0 -> Format.fprintf ppf "map(%a)" print_morph f0 + Format.fprintf ppf "map_comonadic(%a,%a)" print_morph f0 print_morph f1 + | Map_monadic f0 -> Format.fprintf ppf "map_monadic(%a)" print_morph f0 | Unique_to_linear -> Format.fprintf ppf "unique_to_linear" | Linear_to_unique -> Format.fprintf ppf "linear_to_unique" | Local_to_regional -> Format.fprintf ppf "local_to_regional" @@ -1312,9 +1312,7 @@ module Comonadic_with_locality = struct end module Monadic = struct - module Const = struct - include C.Monadic - end + module Const = C.Monadic module Obj = struct type const = Const.t @@ -1362,9 +1360,8 @@ module Monadic = struct match submode m0 m1 with | Ok () -> Ok () | Error { left = uni0, (); right = uni1, () } -> - if Uniqueness.Const.le uni0 uni1 - then assert false - else Error (`Uniqueness { left = uni0; right = uni1 }) + assert (not (Uniqueness.Const.le uni0 uni1)); + Error (`Uniqueness { left = uni0; right = uni1 }) (* override to report the offending axis *) let equate = equate_from_submode submode From 4d4eadef4520a4d9ebab13addd5026e64b5422eb Mon Sep 17 00:00:00 2001 From: Zesen Qian Date: Fri, 8 Mar 2024 12:07:32 +0000 Subject: [PATCH 6/8] axis-wise zap_to_legacy --- ocaml/typing/mode.ml | 14 +++++++++++--- 1 file changed, 11 insertions(+), 3 deletions(-) diff --git a/ocaml/typing/mode.ml b/ocaml/typing/mode.ml index 1a6e9dc5b81..2808cf5472e 100644 --- a/ocaml/typing/mode.ml +++ b/ocaml/typing/mode.ml @@ -1196,7 +1196,10 @@ module Comonadic_with_regionality = struct (C.lift SLinearity (Const_min Linearity)) (S.Positive.disallow_right m) - let zap_to_legacy = zap_to_floor + let zap_to_legacy m = + let regionality = regionality m |> Regionality.zap_to_legacy in + let linearity = linearity m |> Linearity.zap_to_legacy in + regionality, linearity let legacy = of_const Const.legacy @@ -1285,7 +1288,10 @@ module Comonadic_with_locality = struct (C.lift SLinearity (Const_min Linearity)) (S.Positive.disallow_right m) - let zap_to_legacy = zap_to_floor + let zap_to_legacy m = + let locality = locality m |> Locality.zap_to_legacy in + let linearity = linearity m |> Linearity.zap_to_legacy in + locality, linearity let legacy = of_const Const.legacy @@ -1351,7 +1357,9 @@ module Monadic = struct (C.lift SUniqueness (Const_max Uniqueness_op)) (S.Negative.disallow_right m) - let zap_to_legacy = zap_to_ceil + let zap_to_legacy m = + let uniqueness = uniqueness m |> Uniqueness.zap_to_legacy in + uniqueness, () let legacy = of_const Const.legacy From 3ec38608afe493c4e6ef0abe6302aedba8f5ccc1 Mon Sep 17 00:00:00 2001 From: Zesen Qian Date: Fri, 8 Mar 2024 15:58:43 +0000 Subject: [PATCH 7/8] revert change; add comment. --- ocaml/typing/mode.ml | 9 +++++++-- 1 file changed, 7 insertions(+), 2 deletions(-) diff --git a/ocaml/typing/mode.ml b/ocaml/typing/mode.ml index 2808cf5472e..4d8f2c53ca1 100644 --- a/ocaml/typing/mode.ml +++ b/ocaml/typing/mode.ml @@ -1339,6 +1339,10 @@ module Monadic = struct let uniqueness m = S.Negative.via_monotone Uniqueness.Obj.obj (Proj (Obj.obj, Uniqueness)) m + (* The monadic fragment is inverted. Most of the inversion logic is taken care + by [Solver_polarized], but some remain, such as the [Min_with] below which + is inverted from [Max_with]. *) + let max_with_uniqueness m = S.Negative.via_monotone Obj.obj (Min_with Uniqueness) (S.Negative.disallow_left m) @@ -1368,8 +1372,9 @@ module Monadic = struct match submode m0 m1 with | Ok () -> Ok () | Error { left = uni0, (); right = uni1, () } -> - assert (not (Uniqueness.Const.le uni0 uni1)); - Error (`Uniqueness { left = uni0; right = uni1 }) + if Uniqueness.Const.le uni0 uni1 + then assert false + else Error (`Uniqueness { left = uni0; right = uni1 }) (* override to report the offending axis *) let equate = equate_from_submode submode From c15203374361e3dfa3b2dd844fe1907f5de8cb14 Mon Sep 17 00:00:00 2001 From: Zesen Qian Date: Fri, 8 Mar 2024 17:45:25 +0000 Subject: [PATCH 8/8] bootstrap --- ocaml/.depend | 9 ++++++--- ocaml/boot/ocamlc | Bin 4072192 -> 4266263 bytes 2 files changed, 6 insertions(+), 3 deletions(-) diff --git a/ocaml/.depend b/ocaml/.depend index 1043c3bacf6..e1402e4db99 100644 --- a/ocaml/.depend +++ b/ocaml/.depend @@ -2052,6 +2052,7 @@ typing/typemod.cmo : \ parsing/jane_syntax.cmi \ typing/includemod_errorprinter.cmi \ typing/includemod.cmi \ + typing/includecore.cmi \ utils/import_info.cmi \ typing/ident.cmi \ typing/envaux.cmi \ @@ -2094,6 +2095,7 @@ typing/typemod.cmx : \ parsing/jane_syntax.cmx \ typing/includemod_errorprinter.cmx \ typing/includemod.cmx \ + typing/includecore.cmx \ utils/import_info.cmx \ typing/ident.cmx \ typing/envaux.cmx \ @@ -2127,15 +2129,15 @@ typing/typemod.cmi : \ utils/compilation_unit.cmi \ file_formats/cmi_format.cmi typing/typemode.cmo : \ + utils/warnings.cmi \ typing/mode.cmi \ - utils/misc.cmi \ parsing/location.cmi \ parsing/jane_syntax_parsing.cmi \ parsing/jane_syntax.cmi \ typing/typemode.cmi typing/typemode.cmx : \ + utils/warnings.cmx \ typing/mode.cmx \ - utils/misc.cmx \ parsing/location.cmx \ parsing/jane_syntax_parsing.cmx \ parsing/jane_syntax.cmx \ @@ -2294,7 +2296,8 @@ typing/typetexp.cmi : \ typing/jkind.cmi \ parsing/jane_asttypes.cmi \ typing/errortrace.cmi \ - typing/env.cmi + typing/env.cmi \ + parsing/asttypes.cmi typing/uniqueness_analysis.cmo : \ typing/types.cmi \ typing/typedtree.cmi \ diff --git a/ocaml/boot/ocamlc b/ocaml/boot/ocamlc index 9be956a69633118fca7311e048b0125756713785..2acddf62d5ed9768d206d6ea245c08a426381a3a 100755 GIT binary patch delta 618812 zcma&P3tW`N_do8l?Cx`0bk|*OE|*;{0s;bpim3^yX{iZ$%`2pprY4kSr6!bpvND56 zj(yUEu3B1H)^<^YvX5G7P-bRYP*z%AAn&R9f1hWcM_2lMe&0W@*ErA2oH=vm%$YN1 z&djW(|2Zqr+lx%4i-bj{ML~OI)|)JXMC(g!&S0rsyLPDv9T6g_ zKoXr)J~hqk%im?q5XfV)n(6+}BkUTS128H=d&+FEW>LeJ)*LU_4+{vK)?g4byo+HI zDYwCzHp&2o<#8Yim#88Q;5KTUC=#N%h}Y z6Xjd1T2<_9NDK)9ZjaWc9;P z%jg(0l^(G!ig*L4MgoP1z};MnG^1QcQAe%gg*SZ<9JRh?ih4`WuGQo9di*xxNmQ~q zER4!$bTCu?EOR&&w^&ny-$BVVAYx=2Xibatt%!H^O7H2hPmkZHl2+>p(+6fc_NO(J z=KpEUFn@$HDnE_U*n*_6$#?2c>q`PiG2^rcJO%x2UH%x^?~ 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