Split the solver into separate files, no meaningful changes to the code.

This commit is contained in:
Suzanne Dupéron 2020-05-28 16:05:45 +01:00
parent 4a860830b9
commit e2bf0f6466
12 changed files with 603 additions and 674 deletions

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Components:
* assignments (passive data structure).
Now: just a map from unification vars to types (pb: what about partial types?)
maybe just local assignments (allow only vars as children of pair(α,β))
* constraint propagation: (buch of constraints) → (new constraints * assignments)
* sub-component: constraint selector (worklist / dynamic queries)
* sub-sub component: constraint normalizer: remove dupes and give structure
right now: union-find of unification vars
later: better database-like organisation of knowledge
* sub-sub component: lazy selector (don't re-try all selectors every time)
For now: just re-try everytime
* sub-component: propagation rule
For now: break pair(a, b) = pair(c, d) into a = c, b = d
* generalizer
For now: ?
Workflow:
Start with empty assignments and structured database
Receive a new constraint
For each normalizer:
Use the pre-selector to see if it can be applied
Apply the normalizer, get some new items to insert in the structured database
For each propagator:
Use the selector to query the structured database and see if it can be applied
Apply the propagator, get some new constraints and assignments
Add the new assignments to the data structure.
At some point (when?)
For each generalizer:
Use the generalizer's selector to see if it can be applied
Apply the generalizer to produce a new type, possibly with some ∀s injected

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module Map = RedBlackTrees.PolyMap
module UF = UnionFind.Poly2
open Ast_typed.Types
(* Light wrapper for API for grouped_by_variable in the structured
db, to access it modulo unification variable aliases. *)
let get_constraints_related_to : type_variable -> structured_dbs -> constraints =
fun variable dbs ->
let variable , aliases = UF.get_or_set variable dbs.aliases in
let dbs = { dbs with aliases } in
match Map.find_opt variable dbs.grouped_by_variable with
Some l -> l
| None -> {
constructor = [] ;
poly = [] ;
tc = [] ;
}
let add_constraints_related_to : type_variable -> constraints -> structured_dbs -> structured_dbs =
fun variable c dbs ->
(* let (variable_repr , _height) , aliases = UF.get_or_set variable dbs.aliases in
let dbs = { dbs with aliases } in *)
let variable_repr , aliases = UF.get_or_set variable dbs.aliases in
let dbs = { dbs with aliases } in
let grouped_by_variable = Map.update variable_repr (function
None -> Some c
| Some (x : constraints) -> Some {
constructor = c.constructor @ x.constructor ;
poly = c.poly @ x.poly ;
tc = c.tc @ x.tc ;
})
dbs.grouped_by_variable
in
let dbs = { dbs with grouped_by_variable } in
dbs
let merge_constraints : type_variable -> type_variable -> structured_dbs -> structured_dbs =
fun variable_a variable_b dbs ->
(* get old representant for variable_a *)
let variable_repr_a , aliases = UF.get_or_set variable_a dbs.aliases in
let dbs = { dbs with aliases } in
(* get old representant for variable_b *)
let variable_repr_b , aliases = UF.get_or_set variable_b dbs.aliases in
let dbs = { dbs with aliases } in
(* alias variable_a and variable_b together *)
let aliases = UF.alias variable_a variable_b dbs.aliases in
let dbs = { dbs with aliases } in
(* Replace the two entries in grouped_by_variable by a single one *)
(
let get_constraints ab =
match Map.find_opt ab dbs.grouped_by_variable with
| Some x -> x
| None -> { constructor = [] ; poly = [] ; tc = [] } in
let constraints_a = get_constraints variable_repr_a in
let constraints_b = get_constraints variable_repr_b in
let all_constraints = {
constructor = constraints_a.constructor @ constraints_b.constructor ;
poly = constraints_a.poly @ constraints_b.poly ;
tc = constraints_a.tc @ constraints_b.tc ;
} in
let grouped_by_variable =
Map.add variable_repr_a all_constraints dbs.grouped_by_variable in
let dbs = { dbs with grouped_by_variable} in
let grouped_by_variable =
Map.remove variable_repr_b dbs.grouped_by_variable in
let dbs = { dbs with grouped_by_variable} in
dbs
)

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(* selector / propagation rule for breaking down composite types
* For now: break pair(a, b) = pair(c, d) into a = c, b = d *)
open Ast_typed.Misc
open Ast_typed.Types
open Solver_types
let selector : (type_constraint_simpl, output_break_ctor) selector =
(* find two rules with the shape x = k(var …) and x = k'(var' …) *)
fun type_constraint_simpl dbs ->
match type_constraint_simpl with
SC_Constructor c ->
(* finding other constraints related to the same type variable and
with the same sort of constraint (constructor vs. constructor)
is symmetric *)
let other_cs = (Constraint_databases.get_constraints_related_to c.tv dbs).constructor in
let other_cs = List.filter (fun (o : c_constructor_simpl) -> Var.equal c.tv o.tv) other_cs in
(* TODO double-check the conditions in the propagator, we had a
bug here because the selector was too permissive. *)
let cs_pairs = List.map (fun x -> { a_k_var = c ; a_k'_var' = x }) other_cs in
WasSelected cs_pairs
| SC_Alias _ -> WasNotSelected (* TODO: ??? (beware: symmetry) *)
| SC_Poly _ -> WasNotSelected (* TODO: ??? (beware: symmetry) *)
| SC_Typeclass _ -> WasNotSelected
let propagator : output_break_ctor propagator =
fun selected dbs ->
let () = ignore (dbs) in (* this propagator doesn't need to use the dbs *)
let a = selected.a_k_var in
let b = selected.a_k'_var' in
(* The selector is expected to provice two constraints with the shape x = k(var …) and x = k'(var' …) *)
assert (Var.equal (a : c_constructor_simpl).tv (b : c_constructor_simpl).tv);
(* produce constraints: *)
(* a.tv = b.tv *)
let eq1 = c_equation { tsrc = "solver: propagator: break_ctor a" ; t = P_variable a.tv} { tsrc = "solver: propagator: break_ctor b" ; t = P_variable b.tv} "propagator: break_ctor" in
(* a.c_tag = b.c_tag *)
if (Solver_should_be_generated.compare_simple_c_constant a.c_tag b.c_tag) <> 0 then
failwith (Format.asprintf "type error: incompatible types, not same ctor %a vs. %a (compare returns %d)"
Solver_should_be_generated.debug_pp_c_constructor_simpl a
Solver_should_be_generated.debug_pp_c_constructor_simpl b
(Solver_should_be_generated.compare_simple_c_constant a.c_tag b.c_tag))
else
(* a.tv_list = b.tv_list *)
if List.length a.tv_list <> List.length b.tv_list then
failwith "type error: incompatible types, not same length"
else
let eqs3 = List.map2 (fun aa bb -> c_equation { tsrc = "solver: propagator: break_ctor aa" ; t = P_variable aa} { tsrc = "solver: propagator: break_ctor bb" ; t = P_variable bb} "propagator: break_ctor") a.tv_list b.tv_list in
let eqs = eq1 :: eqs3 in
(eqs , []) (* no new assignments *)

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(* selector / propagation rule for specializing polymorphic types
* For now: (x = forall y, z) and (x = k'(var' ))
* produces the new constraint (z[x |-> k'(var' )])
* where [from |-> to] denotes substitution. *)
module Core = Typesystem.Core
open Ast_typed.Misc
open Ast_typed.Types
open Solver_types
let selector : (type_constraint_simpl, output_specialize1) selector =
(* find two rules with the shape (x = forall b, d) and x = k'(var' …) or vice versa *)
(* TODO: do the same for two rules with the shape (a = forall b, d) and tc(a…) *)
(* TODO: do the appropriate thing for two rules with the shape (a = forall b, d) and (a = forall b', d') *)
fun type_constraint_simpl dbs ->
match type_constraint_simpl with
SC_Constructor c ->
(* vice versa *)
let other_cs = (Constraint_databases.get_constraints_related_to c.tv dbs).poly in
let other_cs = List.filter (fun (x : c_poly_simpl) -> Var.equal c.tv x.tv) other_cs in
let cs_pairs = List.map (fun x -> { poly = x ; a_k_var = c }) other_cs in
WasSelected cs_pairs
| SC_Alias _ -> WasNotSelected (* TODO: ??? *)
| SC_Poly p ->
let other_cs = (Constraint_databases.get_constraints_related_to p.tv dbs).constructor in
let other_cs = List.filter (fun (x : c_constructor_simpl) -> Var.equal x.tv p.tv) other_cs in
let cs_pairs = List.map (fun x -> { poly = p ; a_k_var = x }) other_cs in
WasSelected cs_pairs
| SC_Typeclass _ -> WasNotSelected
let propagator : output_specialize1 propagator =
fun selected dbs ->
let () = ignore (dbs) in (* this propagator doesn't need to use the dbs *)
let a = selected.poly in
let b = selected.a_k_var in
(* The selector is expected to provide two constraints with the shape (x = forall y, z) and x = k'(var' …) *)
assert (Var.equal (a : c_poly_simpl).tv (b : c_constructor_simpl).tv);
(* produce constraints: *)
(* create a fresh existential variable to instantiate the polymorphic type y *)
let fresh_existential = Core.fresh_type_variable () in
(* Produce the constraint (b.tv = a.body[a.binder |-> fresh_existential])
The substitution is obtained by immediately applying the forall. *)
let apply = {
tsrc = "solver: propagator: specialize1 apply" ;
t = P_apply { tf = { tsrc = "solver: propagator: specialize1 tf" ; t = P_forall a.forall };
targ = { tsrc = "solver: propagator: specialize1 targ" ; t = P_variable fresh_existential }} } in
let (reduced, new_constraints) = Typelang.check_applied @@ Typelang.type_level_eval apply in
let eq1 = c_equation { tsrc = "solver: propagator: specialize1 eq1" ; t = P_variable b.tv } reduced "propagator: specialize1" in
let eqs = eq1 :: new_constraints in
(eqs, []) (* no new assignments *)

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module Core = Typesystem.Core
module Map = RedBlackTrees.PolyMap
open Ast_typed.Misc
open Ast_typed.Types
open Solver_types
(* sub-sub component: constraint normalizer: remove dupes and give structure
* right now: union-find of unification vars
* later: better database-like organisation of knowledge *)
(* Each normalizer returns an updated database (after storing the
incoming constraint) and a list of constraints, used when the
normalizer rewrites the constraints e.g. into simpler ones. *)
(* TODO: If implemented in a language with decent sets, should be 'b set not 'b list. *)
type ('a , 'b) normalizer = structured_dbs -> 'a -> (structured_dbs * 'b list)
(** Updates the dbs.all_constraints field when new constraints are
discovered.
This field contains a list of all the constraints, without any form of
grouping or sorting. *)
let normalizer_all_constraints : (type_constraint_simpl , type_constraint_simpl) normalizer =
fun dbs new_constraint ->
({ dbs with all_constraints = new_constraint :: dbs.all_constraints } , [new_constraint])
(** Updates the dbs.grouped_by_variable field when new constraints are
discovered.
This field contains a map from type variables to lists of
constraints that are related to that variable (in other words, the
key appears in the equation).
*)
let normalizer_grouped_by_variable : (type_constraint_simpl , type_constraint_simpl) normalizer =
fun dbs new_constraint ->
let store_constraint tvars constraints =
let aux dbs (tvar : type_variable) =
Constraint_databases.add_constraints_related_to tvar constraints dbs
in List.fold_left aux dbs tvars
in
let dbs = match new_constraint with
SC_Constructor ({tv ; c_tag = _ ; tv_list} as c) -> store_constraint (tv :: tv_list) {constructor = [c] ; poly = [] ; tc = []}
| SC_Typeclass ({tc = _ ; args} as c) -> store_constraint args {constructor = [] ; poly = [] ; tc = [c]}
| SC_Poly ({tv; forall = _} as c) -> store_constraint [tv] {constructor = [] ; poly = [c] ; tc = []}
| SC_Alias { a; b } -> Constraint_databases.merge_constraints a b dbs
in (dbs , [new_constraint])
(** Stores the first assinment ('a = ctor('b, …)) that is encountered.
Subsequent ('a = ctor('b2, )) with the same 'a are ignored.
TOOD: are we checking somewhere that 'b = 'b2 ? *)
let normalizer_assignments : (type_constraint_simpl , type_constraint_simpl) normalizer =
fun dbs new_constraint ->
match new_constraint with
| SC_Constructor ({tv ; c_tag = _ ; tv_list = _} as c) ->
let assignments = Map.update tv (function None -> Some c | e -> e) dbs.assignments in
let dbs = {dbs with assignments} in
(dbs , [new_constraint])
| _ ->
(dbs , [new_constraint])
(* TODO: at some point there may be uses of named type aliases (type
foo = int; let x : foo = 42). These should be inlined. *)
(** This function converts constraints from type_constraint to
type_constraint_simpl. The former has more possible cases, and the
latter uses a more minimalistic constraint language.
It does not modify the dbs, and only rewrites the constraint
TODO: update the code to show that the dbs are always copied as-is
*)
let rec normalizer_simpl : (type_constraint , type_constraint_simpl) normalizer =
fun dbs new_constraint ->
let insert_fresh a b =
let fresh = Core.fresh_type_variable () in
let (dbs , cs1) = normalizer_simpl dbs (c_equation { tsrc = "solver: normalizer: simpl 1" ; t = P_variable fresh } a "normalizer: simpl 1") in
let (dbs , cs2) = normalizer_simpl dbs (c_equation { tsrc = "solver: normalizer: simpl 2" ; t = P_variable fresh } b "normalizer: simpl 2") in
(dbs , cs1 @ cs2) in
let split_constant a c_tag args =
let fresh_vars = List.map (fun _ -> Core.fresh_type_variable ()) args in
let fresh_eqns = List.map (fun (v,t) -> c_equation { tsrc = "solver: normalizer: split_constant" ; t = P_variable v } t "normalizer: split_constant") (List.combine fresh_vars args) in
let (dbs , recur) = List.fold_map_acc normalizer_simpl dbs fresh_eqns in
(dbs , [SC_Constructor {tv=a;c_tag;tv_list=fresh_vars;reason_constr_simpl=Format.asprintf "normalizer: split constant %a = %a (%a)" Var.pp a Ast_typed.PP_generic.constant_tag c_tag (PP_helpers.list_sep Ast_typed.PP_generic.type_value (fun ppf () -> Format.fprintf ppf ", ")) args}] @ List.flatten recur) in
let gather_forall a forall = (dbs , [SC_Poly { tv=a; forall ; reason_poly_simpl="normalizer: gather_forall"}]) in
let gather_alias a b = (dbs , [SC_Alias { a ; b ; reason_alias_simpl="normalizer: gather_alias"}]) in
let reduce_type_app a b =
let (reduced, new_constraints) = Typelang.check_applied @@ Typelang.type_level_eval b in
let (dbs , recur) = List.fold_map_acc normalizer_simpl dbs new_constraints in
let (dbs , resimpl) = normalizer_simpl dbs (c_equation a reduced "normalizer: reduce_type_app") in (* Note: this calls recursively but cant't fall in the same case. *)
(dbs , resimpl @ List.flatten recur) in
let split_typeclass args tc =
let fresh_vars = List.map (fun _ -> Core.fresh_type_variable ()) args in
let fresh_eqns = List.map (fun (v,t) -> c_equation { tsrc = "solver: normalizer: split typeclass" ; t = P_variable v} t "normalizer: split_typeclass") (List.combine fresh_vars args) in
let (dbs , recur) = List.fold_map_acc normalizer_simpl dbs fresh_eqns in
(dbs, [SC_Typeclass { tc ; args = fresh_vars ; reason_typeclass_simpl="normalizer: split_typeclass"}] @ List.flatten recur) in
match new_constraint.c with
(* break down (forall 'b, body = forall 'c, body') into ('a = forall 'b, body and 'a = forall 'c, body')) *)
| C_equation {aval=({ tsrc = _ ; t = P_forall _ } as a); bval=({ tsrc = _ ; t = P_forall _ } as b)} -> insert_fresh a b
(* break down (forall 'b, body = c(args)) into ('a = forall 'b, body and 'a = c(args)) *)
| C_equation {aval=({ tsrc = _ ; t = P_forall _ } as a); bval=({ tsrc = _ ; t = P_constant _ } as b)} -> insert_fresh a b
(* break down (c(args) = c'(args')) into ('a = c(args) and 'a = c'(args')) *)
| C_equation {aval=({ tsrc = _ ; t = P_constant _ } as a); bval=({ tsrc = _ ; t = P_constant _ } as b)} -> insert_fresh a b
(* break down (c(args) = forall 'b, body) into ('a = c(args) and 'a = forall 'b, body) *)
| C_equation {aval=({ tsrc = _ ; t = P_constant _ } as a); bval=({ tsrc = _ ; t = P_forall _ } as b)} -> insert_fresh a b
| C_equation {aval={ tsrc = _ ; t = P_forall forall }; bval={ tsrc = _ ; t = P_variable b }} -> gather_forall b forall
| C_equation {aval={ tsrc = _ ; t = P_variable a }; bval={ tsrc = _ ; t = P_forall forall }} -> gather_forall a forall
| C_equation {aval={ tsrc = _ ; t = P_variable a }; bval={ tsrc = _ ; t = P_variable b }} -> gather_alias a b
| C_equation {aval={ tsrc = _ ; t = P_variable a }; bval={ tsrc = _ ; t = P_constant { p_ctor_tag; p_ctor_args } }} -> split_constant a p_ctor_tag p_ctor_args
| C_equation {aval={ tsrc = _ ; t = P_constant {p_ctor_tag; p_ctor_args} }; bval={ tsrc = _ ; t = P_variable b }} -> split_constant b p_ctor_tag p_ctor_args
(* Reduce the type-level application, and simplify the resulting constraint + the extra constraints (typeclasses) that appeared at the forall binding site *)
| C_equation {aval=(_ as a); bval=({ tsrc = _ ; t = P_apply _ } as b)} -> reduce_type_app a b
| C_equation {aval=({ tsrc = _ ; t = P_apply _ } as a); bval=(_ as b)} -> reduce_type_app b a
(* break down (TC(args)) into (TC('a, …) and ('a = arg)) *)
| C_typeclass { tc_args; typeclass } -> split_typeclass tc_args typeclass
| C_access_label { c_access_label_tval; accessor; c_access_label_tvar } -> let _todo = ignore (c_access_label_tval, accessor, c_access_label_tvar) in failwith "TODO" (* tv, label, result *)
let normalizers : type_constraint -> structured_dbs -> (structured_dbs , 'modified_constraint) state_list_monad =
fun new_constraint dbs ->
(fun x -> x)
@@ lift normalizer_grouped_by_variable
@@ lift normalizer_assignments
@@ lift normalizer_all_constraints
@@ lift normalizer_simpl
@@ lift_state_list_monad ~state:dbs ~list:[new_constraint]

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open Trace open Trace
module Core = Typesystem.Core module Core = Typesystem.Core
module Map = RedBlackTrees.PolyMap module Map = RedBlackTrees.PolyMap
module Set = RedBlackTrees.PolySet module Set = RedBlackTrees.PolySet
module UF = UnionFind.Poly2 module UF = UnionFind.Poly2
module Wrap = Wrap
open Wrap
open Ast_typed.Misc
(* TODO: remove this, it's not used anymore *)
module TypeVariable =
struct
type t = Core.type_variable
let compare a b = Var.compare a b
let to_string = (fun s -> Format.asprintf "%a" Var.pp s)
end
(*
Components:
* assignments (passive data structure).
Now: just a map from unification vars to types (pb: what about partial types?)
maybe just local assignments (allow only vars as children of pair(α,β))
* constraint propagation: (buch of constraints) (new constraints * assignments)
* sub-component: constraint selector (worklist / dynamic queries)
* sub-sub component: constraint normalizer: remove dupes and give structure
right now: union-find of unification vars
later: better database-like organisation of knowledge
* sub-sub component: lazy selector (don't re-try all selectors every time)
For now: just re-try everytime
* sub-component: propagation rule
For now: break pair(a, b) = pair(c, d) into a = c, b = d
* generalizer
For now: ?
Workflow:
Start with empty assignments and structured database
Receive a new constraint
For each normalizer:
Use the pre-selector to see if it can be applied
Apply the normalizer, get some new items to insert in the structured database
For each propagator:
Use the selector to query the structured database and see if it can be applied
Apply the propagator, get some new constraints and assignments
Add the new assignments to the data structure.
At some point (when?)
For each generalizer:
Use the generalizer's selector to see if it can be applied
Apply the generalizer to produce a new type, possibly with some s injected
*)
open Ast_typed.Types open Ast_typed.Types
open Solver_types
module UnionFindWrapper = struct
(* Light wrapper for API for grouped_by_variable in the structured
db, to access it modulo unification variable aliases. *)
let get_constraints_related_to : type_variable -> structured_dbs -> constraints =
fun variable dbs ->
let variable , aliases = UF.get_or_set variable dbs.aliases in
let dbs = { dbs with aliases } in
match Map.find_opt variable dbs.grouped_by_variable with
Some l -> l
| None -> {
constructor = [] ;
poly = [] ;
tc = [] ;
}
let add_constraints_related_to : type_variable -> constraints -> structured_dbs -> structured_dbs =
fun variable c dbs ->
(* let (variable_repr , _height) , aliases = UF.get_or_set variable dbs.aliases in
let dbs = { dbs with aliases } in *)
let variable_repr , aliases = UF.get_or_set variable dbs.aliases in
let dbs = { dbs with aliases } in
let grouped_by_variable = Map.update variable_repr (function
None -> Some c
| Some (x : constraints) -> Some {
constructor = c.constructor @ x.constructor ;
poly = c.poly @ x.poly ;
tc = c.tc @ x.tc ;
})
dbs.grouped_by_variable
in
let dbs = { dbs with grouped_by_variable } in
dbs
let merge_constraints : type_variable -> type_variable -> structured_dbs -> structured_dbs =
fun variable_a variable_b dbs ->
(* get old representant for variable_a *)
let variable_repr_a , aliases = UF.get_or_set variable_a dbs.aliases in
let dbs = { dbs with aliases } in
(* get old representant for variable_b *)
let variable_repr_b , aliases = UF.get_or_set variable_b dbs.aliases in
let dbs = { dbs with aliases } in
(* alias variable_a and variable_b together *)
let aliases = UF.alias variable_a variable_b dbs.aliases in
let dbs = { dbs with aliases } in
(* Replace the two entries in grouped_by_variable by a single one *)
(
let get_constraints ab =
match Map.find_opt ab dbs.grouped_by_variable with
| Some x -> x
| None -> { constructor = [] ; poly = [] ; tc = [] } in
let constraints_a = get_constraints variable_repr_a in
let constraints_b = get_constraints variable_repr_b in
let all_constraints = {
constructor = constraints_a.constructor @ constraints_b.constructor ;
poly = constraints_a.poly @ constraints_b.poly ;
tc = constraints_a.tc @ constraints_b.tc ;
} in
let grouped_by_variable =
Map.add variable_repr_a all_constraints dbs.grouped_by_variable in
let dbs = { dbs with grouped_by_variable} in
let grouped_by_variable =
Map.remove variable_repr_b dbs.grouped_by_variable in
let dbs = { dbs with grouped_by_variable} in
dbs
)
end
(* sub-sub component: constraint normalizer: remove dupes and give structure
* right now: union-find of unification vars
* later: better database-like organisation of knowledge *)
(* Each normalizer returns an updated database (after storing the
incoming constraint) and a list of constraints, used when the
normalizer rewrites the constraints e.g. into simpler ones. *)
(* TODO: If implemented in a language with decent sets, should be 'b set not 'b list. *)
type ('a , 'b) normalizer = structured_dbs -> 'a -> (structured_dbs * 'b list)
(** Updates the dbs.all_constraints field when new constraints are
discovered.
This field contains a list of all the constraints, without any form of
grouping or sorting. *)
let normalizer_all_constraints : (type_constraint_simpl , type_constraint_simpl) normalizer =
fun dbs new_constraint ->
({ dbs with all_constraints = new_constraint :: dbs.all_constraints } , [new_constraint])
(** Updates the dbs.grouped_by_variable field when new constraints are
discovered.
This field contains a map from type variables to lists of
constraints that are related to that variable (in other words, the
key appears in the equation).
*)
let normalizer_grouped_by_variable : (type_constraint_simpl , type_constraint_simpl) normalizer =
fun dbs new_constraint ->
let store_constraint tvars constraints =
let aux dbs (tvar : type_variable) =
UnionFindWrapper.add_constraints_related_to tvar constraints dbs
in List.fold_left aux dbs tvars
in
let dbs = match new_constraint with
SC_Constructor ({tv ; c_tag = _ ; tv_list} as c) -> store_constraint (tv :: tv_list) {constructor = [c] ; poly = [] ; tc = []}
| SC_Typeclass ({tc = _ ; args} as c) -> store_constraint args {constructor = [] ; poly = [] ; tc = [c]}
| SC_Poly ({tv; forall = _} as c) -> store_constraint [tv] {constructor = [] ; poly = [c] ; tc = []}
| SC_Alias { a; b } -> UnionFindWrapper.merge_constraints a b dbs
in (dbs , [new_constraint])
(** Stores the first assinment ('a = ctor('b, …)) that is encountered.
Subsequent ('a = ctor('b2, )) with the same 'a are ignored.
TOOD: are we checking somewhere that 'b = 'b2 ? *)
let normalizer_assignments : (type_constraint_simpl , type_constraint_simpl) normalizer =
fun dbs new_constraint ->
match new_constraint with
| SC_Constructor ({tv ; c_tag = _ ; tv_list = _} as c) ->
let assignments = Map.update tv (function None -> Some c | e -> e) dbs.assignments in
let dbs = {dbs with assignments} in
(dbs , [new_constraint])
| _ ->
(dbs , [new_constraint])
(** Evaluates a type-leval application. For now, only supports
immediate beta-reduction at the root of the type. *)
let type_level_eval : type_value -> type_value * type_constraint list =
fun tv -> Typesystem.Misc.Substitution.Pattern.eval_beta_root ~tv
(** Checks that a type-level application has been fully reduced. For
now, only some simple cases like applications of `forall`
<polymorphic types are allowed. *)
let check_applied ((reduced, _new_constraints) as x) =
let () = match reduced with
{ tsrc = _ ; t = P_apply _ } -> failwith "internal error: shouldn't happen" (* failwith "could not reduce type-level application. Arbitrary type-level applications are not supported for now." *)
| _ -> ()
in x
(* TODO: at some point there may be uses of named type aliases (type
foo = int; let x : foo = 42). These should be inlined. *)
(** This function converts constraints from type_constraint to
type_constraint_simpl. The former has more possible cases, and the
latter uses a more minimalistic constraint language.
It does not modify the dbs, and only rewrites the constraint
TODO: update the code to show that the dbs are always copied as-is
*)
let rec normalizer_simpl : (type_constraint , type_constraint_simpl) normalizer =
fun dbs new_constraint ->
let insert_fresh a b =
let fresh = Core.fresh_type_variable () in
let (dbs , cs1) = normalizer_simpl dbs (c_equation { tsrc = "solver: normalizer: simpl 1" ; t = P_variable fresh } a "normalizer: simpl 1") in
let (dbs , cs2) = normalizer_simpl dbs (c_equation { tsrc = "solver: normalizer: simpl 2" ; t = P_variable fresh } b "normalizer: simpl 2") in
(dbs , cs1 @ cs2) in
let split_constant a c_tag args =
let fresh_vars = List.map (fun _ -> Core.fresh_type_variable ()) args in
let fresh_eqns = List.map (fun (v,t) -> c_equation { tsrc = "solver: normalizer: split_constant" ; t = P_variable v } t "normalizer: split_constant") (List.combine fresh_vars args) in
let (dbs , recur) = List.fold_map_acc normalizer_simpl dbs fresh_eqns in
(dbs , [SC_Constructor {tv=a;c_tag;tv_list=fresh_vars;reason_constr_simpl=Format.asprintf "normalizer: split constant %a = %a (%a)" Var.pp a Ast_typed.PP_generic.constant_tag c_tag (PP_helpers.list_sep Ast_typed.PP_generic.type_value (fun ppf () -> Format.fprintf ppf ", ")) args}] @ List.flatten recur) in
let gather_forall a forall = (dbs , [SC_Poly { tv=a; forall ; reason_poly_simpl="normalizer: gather_forall"}]) in
let gather_alias a b = (dbs , [SC_Alias { a ; b ; reason_alias_simpl="normalizer: gather_alias"}]) in
let reduce_type_app a b =
let (reduced, new_constraints) = check_applied @@ type_level_eval b in
let (dbs , recur) = List.fold_map_acc normalizer_simpl dbs new_constraints in
let (dbs , resimpl) = normalizer_simpl dbs (c_equation a reduced "normalizer: reduce_type_app") in (* Note: this calls recursively but cant't fall in the same case. *)
(dbs , resimpl @ List.flatten recur) in
let split_typeclass args tc =
let fresh_vars = List.map (fun _ -> Core.fresh_type_variable ()) args in
let fresh_eqns = List.map (fun (v,t) -> c_equation { tsrc = "solver: normalizer: split typeclass" ; t = P_variable v} t "normalizer: split_typeclass") (List.combine fresh_vars args) in
let (dbs , recur) = List.fold_map_acc normalizer_simpl dbs fresh_eqns in
(dbs, [SC_Typeclass { tc ; args = fresh_vars ; reason_typeclass_simpl="normalizer: split_typeclass"}] @ List.flatten recur) in
match new_constraint.c with
(* break down (forall 'b, body = forall 'c, body') into ('a = forall 'b, body and 'a = forall 'c, body')) *)
| C_equation {aval=({ tsrc = _ ; t = P_forall _ } as a); bval=({ tsrc = _ ; t = P_forall _ } as b)} -> insert_fresh a b
(* break down (forall 'b, body = c(args)) into ('a = forall 'b, body and 'a = c(args)) *)
| C_equation {aval=({ tsrc = _ ; t = P_forall _ } as a); bval=({ tsrc = _ ; t = P_constant _ } as b)} -> insert_fresh a b
(* break down (c(args) = c'(args')) into ('a = c(args) and 'a = c'(args')) *)
| C_equation {aval=({ tsrc = _ ; t = P_constant _ } as a); bval=({ tsrc = _ ; t = P_constant _ } as b)} -> insert_fresh a b
(* break down (c(args) = forall 'b, body) into ('a = c(args) and 'a = forall 'b, body) *)
| C_equation {aval=({ tsrc = _ ; t = P_constant _ } as a); bval=({ tsrc = _ ; t = P_forall _ } as b)} -> insert_fresh a b
| C_equation {aval={ tsrc = _ ; t = P_forall forall }; bval={ tsrc = _ ; t = P_variable b }} -> gather_forall b forall
| C_equation {aval={ tsrc = _ ; t = P_variable a }; bval={ tsrc = _ ; t = P_forall forall }} -> gather_forall a forall
| C_equation {aval={ tsrc = _ ; t = P_variable a }; bval={ tsrc = _ ; t = P_variable b }} -> gather_alias a b
| C_equation {aval={ tsrc = _ ; t = P_variable a }; bval={ tsrc = _ ; t = P_constant { p_ctor_tag; p_ctor_args } }} -> split_constant a p_ctor_tag p_ctor_args
| C_equation {aval={ tsrc = _ ; t = P_constant {p_ctor_tag; p_ctor_args} }; bval={ tsrc = _ ; t = P_variable b }} -> split_constant b p_ctor_tag p_ctor_args
(* Reduce the type-level application, and simplify the resulting constraint + the extra constraints (typeclasses) that appeared at the forall binding site *)
| C_equation {aval=(_ as a); bval=({ tsrc = _ ; t = P_apply _ } as b)} -> reduce_type_app a b
| C_equation {aval=({ tsrc = _ ; t = P_apply _ } as a); bval=(_ as b)} -> reduce_type_app b a
(* break down (TC(args)) into (TC('a, …) and ('a = arg)) *)
| C_typeclass { tc_args; typeclass } -> split_typeclass tc_args typeclass
| C_access_label { c_access_label_tval; accessor; c_access_label_tvar } -> let _todo = ignore (c_access_label_tval, accessor, c_access_label_tvar) in failwith "TODO" (* tv, label, result *)
(* Random notes from live discussion. Kept here to include bits as a rationale later on / remind me of the discussion in the short term.
* Feel free to erase if it rots here for too long.
*
* function (zetype, zevalue) { if (typeof(zevalue) != zetype) { ohlàlà; } else { return zevalue; } }
*
* let f = (fun {a : Type} (v : a) -> v)
*
* (forall 'a, 'a -> 'a) ~ (int -> int)
* (forall {a : Type}, forall (v : a), a) ~ (forall (v : int), int)
* ({a : Type} -> (v : a) -> a) ~ ((v : int) -> int)
*
* (@f int)
*
*
* 'c 'c
* 'd -> 'e && 'c ~ d && 'c ~ 'e
* 'c -> 'c ???????????????wtf---->???????????? [ scope of 'c is fun z ]
* 'tid ~ (forall 'c, 'c -> 'c)
* let id = (fun z -> z) in
* let ii = (fun z -> z + 0) : (int -> int) in
*
* 'a 'b ['a ~ 'b] 'a 'b
* 'a 'a 'a 'a 'a
* (forall 'a, 'a -> 'a -> 'a ) 'tid 'tid
*
* 'tid -> 'tid -> 'tid
*
* (forall 'a, 'a -> 'a -> 'a ) (forall 'c1, 'c1 -> 'c1) (int -> int)
* (forall 'c1, 'c1 -> 'c1)~(int -> int)
* ('c1 -> 'c1) ~ (int -> int)
* (fun x y -> if random then x else y) id ii as toto
* id "foo" *)
type ('state, 'elt) state_list_monad = { state: 'state ; list : 'elt list }
let lift_state_list_monad ~state ~list = { state ; list }
let lift f =
fun { state ; list } ->
let (new_state , new_lists) = List.fold_map_acc f state list in
{ state = new_state ; list = List.flatten new_lists }
(* TODO: move this to the List module *)
let named_fold_left f ~acc ~lst = List.fold_left (fun acc elt -> f ~acc ~elt) acc lst
module Fun = struct let id x = x end (* in stdlib as of 4.08, we're in 4.07 for now *)
let normalizers : type_constraint -> structured_dbs -> (structured_dbs , 'modified_constraint) state_list_monad =
fun new_constraint dbs ->
Fun.id
@@ lift normalizer_grouped_by_variable
@@ lift normalizer_assignments
@@ lift normalizer_all_constraints
@@ lift normalizer_simpl
@@ lift_state_list_monad ~state:dbs ~list:[new_constraint]
(* sub-sub component: lazy selector (don't re-try all selectors every time) (* sub-sub component: lazy selector (don't re-try all selectors every time)
* For now: just re-try everytime *) * For now: just re-try everytime *)
type 'old_constraint_type selector_input = 'old_constraint_type (* some info about the constraint just added, so that we know what to look for *)
type 'selector_output selector_outputs =
WasSelected of 'selector_output list
| WasNotSelected
type new_constraints = type_constraint list
type new_assignments = c_constructor_simpl list
type ('old_constraint_type, 'selector_output) selector = 'old_constraint_type selector_input -> structured_dbs -> 'selector_output selector_outputs
type 'selector_output propagator = 'selector_output -> structured_dbs -> new_constraints * new_assignments
(* selector / propagation rule for breaking down composite types
* For now: break pair(a, b) = pair(c, d) into a = c, b = d *)
let selector_break_ctor : (type_constraint_simpl, output_break_ctor) selector =
(* find two rules with the shape x = k(var …) and x = k'(var' …) *)
fun type_constraint_simpl dbs ->
match type_constraint_simpl with
SC_Constructor c ->
(* finding other constraints related to the same type variable and
with the same sort of constraint (constructor vs. constructor)
is symmetric *)
let other_cs = (UnionFindWrapper.get_constraints_related_to c.tv dbs).constructor in
let other_cs = List.filter (fun (o : c_constructor_simpl) -> Var.equal c.tv o.tv) other_cs in
(* TODO double-check the conditions in the propagator, we had a
bug here because the selector was too permissive. *)
let cs_pairs = List.map (fun x -> { a_k_var = c ; a_k'_var' = x }) other_cs in
WasSelected cs_pairs
| SC_Alias _ -> WasNotSelected (* TODO: ??? (beware: symmetry) *)
| SC_Poly _ -> WasNotSelected (* TODO: ??? (beware: symmetry) *)
| SC_Typeclass _ -> WasNotSelected
(* TODO: move this to a more appropriate place and/or auto-generate it. *)
let compare_simple_c_constant = function
| C_arrow -> (function
(* N/A -> 1 *)
| C_arrow -> 0
| C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_option -> (function
| C_arrow -> 1
| C_option -> 0
| C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_record -> (function
| C_arrow | C_option -> 1
| C_record -> 0
| C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_variant -> (function
| C_arrow | C_option | C_record -> 1
| C_variant -> 0
| C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_map -> (function
| C_arrow | C_option | C_record | C_variant -> 1
| C_map -> 0
| C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_big_map -> (function
| C_arrow | C_option | C_record | C_variant | C_map -> 1
| C_big_map -> 0
| C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_list -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map -> 1
| C_list -> 0
| C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_set -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list -> 1
| C_set -> 0
| C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_unit -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set -> 1
| C_unit -> 0
| C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_string -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit -> 1
| C_string -> 0
| C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_nat -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string -> 1
| C_nat -> 0
| C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_mutez -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat -> 1
| C_mutez -> 0
| C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_timestamp -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez -> 1
| C_timestamp -> 0
| C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_int -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp -> 1
| C_int -> 0
| C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_address -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int -> 1
| C_address -> 0
| C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_bytes -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address -> 1
| C_bytes -> 0
| C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_key_hash -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes -> 1
| C_key_hash -> 0
| C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_key -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash -> 1
| C_key -> 0
| C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_signature -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key -> 1
| C_signature -> 0
| C_operation | C_contract | C_chain_id -> -1)
| C_operation -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature -> 1
| C_operation -> 0
| C_contract | C_chain_id -> -1)
| C_contract -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation -> 1
| C_contract -> 0
| C_chain_id -> -1)
| C_chain_id -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract -> 1
| C_chain_id -> 0
(* N/A -> -1 *)
)
(* Using a pretty-printer from the PP.ml module creates a dependency
loop, so the one that we need temporarily for debugging purposes
has been copied here. *)
let debug_pp_constant : _ -> constant_tag -> unit = fun ppf c_tag ->
let ct = match c_tag with
| T.C_arrow -> "arrow"
| T.C_option -> "option"
| T.C_record -> failwith "record"
| T.C_variant -> failwith "variant"
| T.C_map -> "map"
| T.C_big_map -> "big_map"
| T.C_list -> "list"
| T.C_set -> "set"
| T.C_unit -> "unit"
| T.C_string -> "string"
| T.C_nat -> "nat"
| T.C_mutez -> "mutez"
| T.C_timestamp -> "timestamp"
| T.C_int -> "int"
| T.C_address -> "address"
| T.C_bytes -> "bytes"
| T.C_key_hash -> "key_hash"
| T.C_key -> "key"
| T.C_signature -> "signature"
| T.C_operation -> "operation"
| T.C_contract -> "contract"
| T.C_chain_id -> "chain_id"
in
Format.fprintf ppf "%s" ct
let debug_pp_c_constructor_simpl ppf { tv; c_tag; tv_list } =
Format.fprintf ppf "CTOR %a %a(%a)" Var.pp tv debug_pp_constant c_tag PP_helpers.(list_sep Var.pp (const " , ")) tv_list
let propagator_break_ctor : output_break_ctor propagator =
fun selected dbs ->
let () = ignore (dbs) in (* this propagator doesn't need to use the dbs *)
let a = selected.a_k_var in
let b = selected.a_k'_var' in
(* The selector is expected to provice two constraints with the shape x = k(var …) and x = k'(var' …) *)
assert (Var.equal (a : c_constructor_simpl).tv (b : c_constructor_simpl).tv);
(* produce constraints: *)
(* a.tv = b.tv *)
let eq1 = c_equation { tsrc = "solver: propagator: break_ctor a" ; t = P_variable a.tv} { tsrc = "solver: propagator: break_ctor b" ; t = P_variable b.tv} "propagator: break_ctor" in
(* a.c_tag = b.c_tag *)
if (compare_simple_c_constant a.c_tag b.c_tag) <> 0 then
failwith (Format.asprintf "type error: incompatible types, not same ctor %a vs. %a (compare returns %d)" debug_pp_c_constructor_simpl a debug_pp_c_constructor_simpl b (compare_simple_c_constant a.c_tag b.c_tag))
else
(* a.tv_list = b.tv_list *)
if List.length a.tv_list <> List.length b.tv_list then
failwith "type error: incompatible types, not same length"
else
let eqs3 = List.map2 (fun aa bb -> c_equation { tsrc = "solver: propagator: break_ctor aa" ; t = P_variable aa} { tsrc = "solver: propagator: break_ctor bb" ; t = P_variable bb} "propagator: break_ctor") a.tv_list b.tv_list in
let eqs = eq1 :: eqs3 in
(eqs , []) (* no new assignments *)
(* TODO : with our selectors, the selection depends on the order in which the constraints are added :-( :-( :-( :-( (* TODO : with our selectors, the selection depends on the order in which the constraints are added :-( :-( :-( :-(
We need to return a lazy stream of constraints. *) We need to return a lazy stream of constraints. *)
let (<?) ca cb =
if ca = 0 then cb () else ca
let rec compare_list f = function
| hd1::tl1 -> (function
[] -> 1
| hd2::tl2 ->
f hd1 hd2 <? fun () ->
compare_list f tl1 tl2)
| [] -> (function [] -> 0 | _::_ -> -1) (* This follows the behaviour of Pervasives.compare for lists of different length *)
let compare_type_variable a b =
Var.compare a b
let compare_label (a:label) (b:label) =
let Label a = a in
let Label b = b in
String.compare a b
let rec compare_typeclass a b = compare_list (compare_list compare_type_expression) a b
and compare_type_expression { tsrc = _ ; t = ta } { tsrc = _ ; t = tb } =
(* Note: this comparison ignores the tsrc, the idea is that types
will often be compared to see if they are the same, regardless of
where the type comes from .*)
compare_type_expression_ ta tb
and compare_type_expression_ = function
| P_forall { binder=a1; constraints=a2; body=a3 } -> (function
| P_forall { binder=b1; constraints=b2; body=b3 } ->
compare_type_variable a1 b1 <? fun () ->
compare_list compare_type_constraint a2 b2 <? fun () ->
compare_type_expression a3 b3
| P_variable _ -> -1
| P_constant _ -> -1
| P_apply _ -> -1)
| P_variable a -> (function
| P_forall _ -> 1
| P_variable b -> compare_type_variable a b
| P_constant _ -> -1
| P_apply _ -> -1)
| P_constant { p_ctor_tag=a1; p_ctor_args=a2 } -> (function
| P_forall _ -> 1
| P_variable _ -> 1
| P_constant { p_ctor_tag=b1; p_ctor_args=b2 } -> compare_simple_c_constant a1 b1 <? fun () -> compare_list compare_type_expression a2 b2
| P_apply _ -> -1)
| P_apply { tf=a1; targ=a2 } -> (function
| P_forall _ -> 1
| P_variable _ -> 1
| P_constant _ -> 1
| P_apply { tf=b1; targ=b2 } -> compare_type_expression a1 b1 <? fun () -> compare_type_expression a2 b2)
and compare_type_constraint = fun { c = ca ; reason = ra } { c = cb ; reason = rb } ->
let c = compare_type_constraint_ ca cb in
if c < 0 then -1
else if c = 0 then String.compare ra rb
else 1
and compare_type_constraint_ = function
| C_equation { aval=a1; bval=a2 } -> (function
| C_equation { aval=b1; bval=b2 } -> compare_type_expression a1 b1 <? fun () -> compare_type_expression a2 b2
| C_typeclass _ -> -1
| C_access_label _ -> -1)
| C_typeclass { tc_args=a1; typeclass=a2 } -> (function
| C_equation _ -> 1
| C_typeclass { tc_args=b1; typeclass=b2 } -> compare_list compare_type_expression a1 b1 <? fun () -> compare_typeclass a2 b2
| C_access_label _ -> -1)
| C_access_label { c_access_label_tval=a1; accessor=a2; c_access_label_tvar=a3 } -> (function
| C_equation _ -> 1
| C_typeclass _ -> 1
| C_access_label { c_access_label_tval=b1; accessor=b2; c_access_label_tvar=b3 } -> compare_type_expression a1 b1 <? fun () -> compare_label a2 b2 <? fun () -> compare_type_variable a3 b3)
let compare_type_constraint_list = compare_list compare_type_constraint
let compare_p_forall
{ binder = a1; constraints = a2; body = a3 }
{ binder = b1; constraints = b2; body = b3 } =
compare_type_variable a1 b1 <? fun () ->
compare_type_constraint_list a2 b2 <? fun () ->
compare_type_expression a3 b3
let compare_c_poly_simpl { tv = a1; forall = a2 } { tv = b1; forall = b2 } =
compare_type_variable a1 b1 <? fun () ->
compare_p_forall a2 b2
let compare_c_constructor_simpl { reason_constr_simpl = _ ; tv=a1; c_tag=a2; tv_list=a3 } { reason_constr_simpl = _ ; tv=b1; c_tag=b2; tv_list=b3 } =
(* We do not compare the reasons, as they are only for debugging and
not part of the type *)
compare_type_variable a1 b1 <? fun () -> compare_simple_c_constant a2 b2 <? fun () -> compare_list compare_type_variable a3 b3
let compare_output_specialize1 { poly = a1; a_k_var = a2 } { poly = b1; a_k_var = b2 } =
compare_c_poly_simpl a1 b1 <? fun () ->
compare_c_constructor_simpl a2 b2
let compare_output_break_ctor { a_k_var=a1; a_k'_var'=a2 } { a_k_var=b1; a_k'_var'=b2 } =
compare_c_constructor_simpl a1 b1 <? fun () -> compare_c_constructor_simpl a2 b2
let selector_specialize1 : (type_constraint_simpl, output_specialize1) selector =
(* find two rules with the shape (x = forall b, d) and x = k'(var' …) or vice versa *)
(* TODO: do the same for two rules with the shape (a = forall b, d) and tc(a…) *)
(* TODO: do the appropriate thing for two rules with the shape (a = forall b, d) and (a = forall b', d') *)
fun type_constraint_simpl dbs ->
match type_constraint_simpl with
SC_Constructor c ->
(* vice versa *)
let other_cs = (UnionFindWrapper.get_constraints_related_to c.tv dbs).poly in
let other_cs = List.filter (fun (x : c_poly_simpl) -> Var.equal c.tv x.tv) other_cs in
let cs_pairs = List.map (fun x -> { poly = x ; a_k_var = c }) other_cs in
WasSelected cs_pairs
| SC_Alias _ -> WasNotSelected (* TODO: ??? *)
| SC_Poly p ->
let other_cs = (UnionFindWrapper.get_constraints_related_to p.tv dbs).constructor in
let other_cs = List.filter (fun (x : c_constructor_simpl) -> Var.equal x.tv p.tv) other_cs in
let cs_pairs = List.map (fun x -> { poly = p ; a_k_var = x }) other_cs in
WasSelected cs_pairs
| SC_Typeclass _ -> WasNotSelected
let propagator_specialize1 : output_specialize1 propagator =
fun selected dbs ->
let () = ignore (dbs) in (* this propagator doesn't need to use the dbs *)
let a = selected.poly in
let b = selected.a_k_var in
(* The selector is expected to provice two constraints with the shape (x = forall y, z) and x = k'(var' …) *)
assert (Var.equal (a : c_poly_simpl).tv (b : c_constructor_simpl).tv);
(* produce constraints: *)
(* create a fresh existential variable to instantiate the polymorphic type y *)
let fresh_existential = Core.fresh_type_variable () in
(* Produce the constraint (b.tv = a.body[a.binder |-> fresh_existential])
The substitution is obtained by immediately applying the forall. *)
let apply = { tsrc = "solver: propagator: specialize1 apply" ; t = P_apply {tf = { tsrc = "solver: propagator: specialize1 tf" ; t = P_forall a.forall }; targ = { tsrc = "solver: propagator: specialize1 targ" ; t = P_variable fresh_existential }} } in
let (reduced, new_constraints) = check_applied @@ type_level_eval apply in
let eq1 = c_equation { tsrc = "solver: propagator: specialize1 eq1" ; t = P_variable b.tv } reduced "propagator: specialize1" in
let eqs = eq1 :: new_constraints in
(eqs, []) (* no new assignments *)
let select_and_propagate : ('old_input, 'selector_output) selector -> _ propagator -> _ -> 'a -> structured_dbs -> _ * new_constraints * new_assignments = let select_and_propagate : ('old_input, 'selector_output) selector -> _ propagator -> _ -> 'a -> structured_dbs -> _ * new_constraints * new_assignments =
fun selector propagator -> fun selector propagator ->
fun already_selected old_type_constraint dbs -> fun already_selected old_type_constraint dbs ->
(* TODO: thread some state to know which selector outputs were already seen *) (* TODO: thread some state to know which selector outputs were already seen *)
match selector old_type_constraint dbs with match selector old_type_constraint dbs with
WasSelected selected_outputs -> WasSelected selected_outputs ->
let open RedBlackTrees.PolySet in let Set.{ set = already_selected ; duplicates = _ ; added = selected_outputs } = Set.add_list selected_outputs already_selected in
let { set = already_selected ; duplicates = _ ; added = selected_outputs } = add_list selected_outputs already_selected in
(* Call the propagation rule *) (* Call the propagation rule *)
let new_contraints_and_assignments = List.map (fun s -> propagator s dbs) selected_outputs in let new_contraints_and_assignments = List.map (fun s -> propagator s dbs) selected_outputs in
let (new_constraints , new_assignments) = List.split new_contraints_and_assignments in let (new_constraints , new_assignments) = List.split new_contraints_and_assignments in
@ -637,8 +27,9 @@ let select_and_propagate : ('old_input, 'selector_output) selector -> _ propagat
| WasNotSelected -> | WasNotSelected ->
(already_selected, [] , []) (already_selected, [] , [])
let select_and_propagate_break_ctor = select_and_propagate selector_break_ctor propagator_break_ctor (* TODO: put the heuristics with their state in a list. *)
let select_and_propagate_specialize1 = select_and_propagate selector_specialize1 propagator_specialize1 let select_and_propagate_break_ctor = select_and_propagate Heuristic_break_ctor.selector Heuristic_break_ctor.propagator
let select_and_propagate_specialize1 = select_and_propagate Heuristic_specialize1.selector Heuristic_specialize1.propagator
(* Takes a constraint, applies all selector+propagator pairs to it. (* Takes a constraint, applies all selector+propagator pairs to it.
Keeps track of which constraints have already been selected. *) Keeps track of which constraints have already been selected. *)
@ -671,7 +62,7 @@ let rec select_and_propagate_all : _ -> type_constraint selector_input list -> s
match new_constraints with match new_constraints with
| [] -> (already_selected, dbs) | [] -> (already_selected, dbs)
| new_constraint :: tl -> | new_constraint :: tl ->
let { state = dbs ; list = modified_constraints } = normalizers new_constraint dbs in let { state = dbs ; list = modified_constraints } = Normalizer.normalizers new_constraint dbs in
let (already_selected , new_constraints' , dbs) = let (already_selected , new_constraints' , dbs) =
List.fold_left List.fold_left
(fun (already_selected , nc , dbs) c -> (fun (already_selected , nc , dbs) c ->
@ -686,42 +77,22 @@ let rec select_and_propagate_all : _ -> type_constraint selector_input list -> s
(* constraint propagation: (buch of constraints)(new constraints * assignments) *) (* constraint propagation: (buch of constraints)(new constraints * assignments) *)
(* Below is a draft *) (* Below is a draft *)
(* type state = { let initial_state : typer_state = {
* (\* when α-renaming x to y, we put them in the same union-find class *\)
* unification_vars : unionfind ;
*
* (\* assigns a value to the representant in the unionfind *\)
* assignments : type_expression TypeVariableMap.t ;
*
* (\* constraints related to a type variable *\)
* constraints : constraints TypeVariableMap.t ;
* } *)
let initial_state : typer_state = (* {
* unification_vars = UF.empty ;
* constraints = TypeVariableMap.empty ;
* assignments = TypeVariableMap.empty ;
* } *)
{
structured_dbs = structured_dbs =
{ {
all_constraints = [] ; (* type_constraint_simpl list *) all_constraints = ([] : type_constraint_simpl list) ;
aliases = UF.empty (fun s -> Format.asprintf "%a" Var.pp s) Var.compare ; (* unionfind *) aliases = UF.empty (fun s -> Format.asprintf "%a" Var.pp s) Var.compare;
assignments = Map.create ~cmp:Var.compare; (* c_constructor_simpl TypeVariableMap.t *) assignments = (Map.create ~cmp:Var.compare : (type_variable, c_constructor_simpl) Map.t);
grouped_by_variable = Map.create ~cmp:Var.compare; (* constraints TypeVariableMap.t *) grouped_by_variable = (Map.create ~cmp:Var.compare : (type_variable, constraints) Map.t);
cycle_detection_toposort = (); (* unit *) cycle_detection_toposort = ();
} ; } ;
already_selected = { already_selected = {
break_ctor = Set.create ~cmp:compare_output_break_ctor; break_ctor = Set.create ~cmp:Solver_should_be_generated.compare_output_break_ctor;
specialize1 = Set.create ~cmp:compare_output_specialize1 ; specialize1 = Set.create ~cmp:Solver_should_be_generated.compare_output_specialize1 ;
}
} }
}
(* This function is called when a program is fully compiled, and the (* This function is called when a program is fully compiled, and the
typechecker's state is discarded. TODO: either get rid of the state typechecker's state is discarded. TODO: either get rid of the state
@ -732,23 +103,6 @@ let initial_state : typer_state = (* {
state any further. Suzanne *) state any further. Suzanne *)
let discard_state (_ : typer_state) = () let discard_state (_ : typer_state) = ()
(* let replace_var_in_state = fun (v : type_variable) (state : state) -> *)
(* let aux_tv : type_expression -> _ = function *)
(* | P_forall (w , cs , tval) -> failwith "TODO" *)
(* | P_variable (w) -> *)
(* if w = v then *)
(* (**) *)
(* else *)
(* (**) *)
(* | P_constant (c , args) -> failwith "TODO" *)
(* | P_access_label (tv , label) -> failwith "TODO" in *)
(* let aux_tc tc = *)
(* List.map (fun l -> List.map aux_tv l) tc in *)
(* let aux : type_constraint -> _ = function *)
(* | C_equation (l , r) -> C_equation (aux_tv l , aux_tv r) *)
(* | C_typeclass (l , rs) -> C_typeclass (List.map aux_tv l , aux_tc rs) *)
(* in List.map aux state *)
(* This is the solver *) (* This is the solver *)
let aggregate_constraints : typer_state -> type_constraint list -> typer_state result = fun state newc -> let aggregate_constraints : typer_state -> type_constraint list -> typer_state result = fun state newc ->
(* TODO: Iterate over constraints *) (* TODO: Iterate over constraints *)
@ -758,12 +112,6 @@ let aggregate_constraints : typer_state -> type_constraint list -> typer_state r
(*let { constraints ; eqv } = state in (*let { constraints ; eqv } = state in
ok { constraints = constraints @ newc ; eqv }*) ok { constraints = constraints @ newc ; eqv }*)
(* Later on, we'll ensure that all the heuristics register the (* Later on, we'll ensure that all the heuristics register the
existential/unification variables that they create, as well as the existential/unification variables that they create, as well as the
new constraints that they create. We will then check that they only new constraints that they create. We will then check that they only

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@ -0,0 +1,214 @@
(* The contents of this file should be auto-generated. *)
open Ast_typed.Types
module T = Ast_typed.Types
let compare_simple_c_constant = function
| C_arrow -> (function
(* N/A -> 1 *)
| C_arrow -> 0
| C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_option -> (function
| C_arrow -> 1
| C_option -> 0
| C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_record -> (function
| C_arrow | C_option -> 1
| C_record -> 0
| C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_variant -> (function
| C_arrow | C_option | C_record -> 1
| C_variant -> 0
| C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_map -> (function
| C_arrow | C_option | C_record | C_variant -> 1
| C_map -> 0
| C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_big_map -> (function
| C_arrow | C_option | C_record | C_variant | C_map -> 1
| C_big_map -> 0
| C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_list -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map -> 1
| C_list -> 0
| C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_set -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list -> 1
| C_set -> 0
| C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_unit -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set -> 1
| C_unit -> 0
| C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_string -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit -> 1
| C_string -> 0
| C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_nat -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string -> 1
| C_nat -> 0
| C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_mutez -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat -> 1
| C_mutez -> 0
| C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_timestamp -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez -> 1
| C_timestamp -> 0
| C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_int -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp -> 1
| C_int -> 0
| C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_address -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int -> 1
| C_address -> 0
| C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_bytes -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address -> 1
| C_bytes -> 0
| C_key_hash | C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_key_hash -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes -> 1
| C_key_hash -> 0
| C_key | C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_key -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash -> 1
| C_key -> 0
| C_signature | C_operation | C_contract | C_chain_id -> -1)
| C_signature -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key -> 1
| C_signature -> 0
| C_operation | C_contract | C_chain_id -> -1)
| C_operation -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature -> 1
| C_operation -> 0
| C_contract | C_chain_id -> -1)
| C_contract -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation -> 1
| C_contract -> 0
| C_chain_id -> -1)
| C_chain_id -> (function
| C_arrow | C_option | C_record | C_variant | C_map | C_big_map | C_list | C_set | C_unit | C_string | C_nat | C_mutez | C_timestamp | C_int | C_address | C_bytes | C_key_hash | C_key | C_signature | C_operation | C_contract -> 1
| C_chain_id -> 0
(* N/A -> -1 *)
)
let (<?) ca cb =
if ca = 0 then cb () else ca
let rec compare_list f = function
| hd1::tl1 -> (function
[] -> 1
| hd2::tl2 ->
f hd1 hd2 <? fun () ->
compare_list f tl1 tl2)
| [] -> (function [] -> 0 | _::_ -> -1) (* This follows the behaviour of Pervasives.compare for lists of different length *)
let compare_type_variable a b =
Var.compare a b
let compare_label (a:label) (b:label) =
let Label a = a in
let Label b = b in
String.compare a b
let rec compare_typeclass a b = compare_list (compare_list compare_type_expression) a b
and compare_type_expression { tsrc = _ ; t = ta } { tsrc = _ ; t = tb } =
(* Note: this comparison ignores the tsrc, the idea is that types
will often be compared to see if they are the same, regardless of
where the type comes from .*)
compare_type_expression_ ta tb
and compare_type_expression_ = function
| P_forall { binder=a1; constraints=a2; body=a3 } -> (function
| P_forall { binder=b1; constraints=b2; body=b3 } ->
compare_type_variable a1 b1 <? fun () ->
compare_list compare_type_constraint a2 b2 <? fun () ->
compare_type_expression a3 b3
| P_variable _ -> -1
| P_constant _ -> -1
| P_apply _ -> -1)
| P_variable a -> (function
| P_forall _ -> 1
| P_variable b -> compare_type_variable a b
| P_constant _ -> -1
| P_apply _ -> -1)
| P_constant { p_ctor_tag=a1; p_ctor_args=a2 } -> (function
| P_forall _ -> 1
| P_variable _ -> 1
| P_constant { p_ctor_tag=b1; p_ctor_args=b2 } -> compare_simple_c_constant a1 b1 <? fun () -> compare_list compare_type_expression a2 b2
| P_apply _ -> -1)
| P_apply { tf=a1; targ=a2 } -> (function
| P_forall _ -> 1
| P_variable _ -> 1
| P_constant _ -> 1
| P_apply { tf=b1; targ=b2 } -> compare_type_expression a1 b1 <? fun () -> compare_type_expression a2 b2)
and compare_type_constraint = fun { c = ca ; reason = ra } { c = cb ; reason = rb } ->
let c = compare_type_constraint_ ca cb in
if c < 0 then -1
else if c = 0 then String.compare ra rb
else 1
and compare_type_constraint_ = function
| C_equation { aval=a1; bval=a2 } -> (function
| C_equation { aval=b1; bval=b2 } -> compare_type_expression a1 b1 <? fun () -> compare_type_expression a2 b2
| C_typeclass _ -> -1
| C_access_label _ -> -1)
| C_typeclass { tc_args=a1; typeclass=a2 } -> (function
| C_equation _ -> 1
| C_typeclass { tc_args=b1; typeclass=b2 } -> compare_list compare_type_expression a1 b1 <? fun () -> compare_typeclass a2 b2
| C_access_label _ -> -1)
| C_access_label { c_access_label_tval=a1; accessor=a2; c_access_label_tvar=a3 } -> (function
| C_equation _ -> 1
| C_typeclass _ -> 1
| C_access_label { c_access_label_tval=b1; accessor=b2; c_access_label_tvar=b3 } -> compare_type_expression a1 b1 <? fun () -> compare_label a2 b2 <? fun () -> compare_type_variable a3 b3)
let compare_type_constraint_list = compare_list compare_type_constraint
let compare_p_forall
{ binder = a1; constraints = a2; body = a3 }
{ binder = b1; constraints = b2; body = b3 } =
compare_type_variable a1 b1 <? fun () ->
compare_type_constraint_list a2 b2 <? fun () ->
compare_type_expression a3 b3
let compare_c_poly_simpl { tv = a1; forall = a2 } { tv = b1; forall = b2 } =
compare_type_variable a1 b1 <? fun () ->
compare_p_forall a2 b2
let compare_c_constructor_simpl { reason_constr_simpl = _ ; tv=a1; c_tag=a2; tv_list=a3 } { reason_constr_simpl = _ ; tv=b1; c_tag=b2; tv_list=b3 } =
(* We do not compare the reasons, as they are only for debugging and
not part of the type *)
compare_type_variable a1 b1 <? fun () -> compare_simple_c_constant a2 b2 <? fun () -> compare_list compare_type_variable a3 b3
(* TODO: use Ast_typed.Compare_generic.output_specialize1 etc. but don't compare the reasons *)
let compare_output_specialize1 { poly = a1; a_k_var = a2 } { poly = b1; a_k_var = b2 } =
compare_c_poly_simpl a1 b1 <? fun () ->
compare_c_constructor_simpl a2 b2
let compare_output_break_ctor { a_k_var=a1; a_k'_var'=a2 } { a_k_var=b1; a_k'_var'=b2 } =
compare_c_constructor_simpl a1 b1 <? fun () -> compare_c_constructor_simpl a2 b2
(* Using a pretty-printer from the PP.ml module creates a dependency
loop, so the one that we need temporarily for debugging purposes
has been copied here. *)
let debug_pp_constant : _ -> constant_tag -> unit = fun ppf c_tag ->
let ct = match c_tag with
| T.C_arrow -> "arrow"
| T.C_option -> "option"
| T.C_record -> failwith "record"
| T.C_variant -> failwith "variant"
| T.C_map -> "map"
| T.C_big_map -> "big_map"
| T.C_list -> "list"
| T.C_set -> "set"
| T.C_unit -> "unit"
| T.C_string -> "string"
| T.C_nat -> "nat"
| T.C_mutez -> "mutez"
| T.C_timestamp -> "timestamp"
| T.C_int -> "int"
| T.C_address -> "address"
| T.C_bytes -> "bytes"
| T.C_key_hash -> "key_hash"
| T.C_key -> "key"
| T.C_signature -> "signature"
| T.C_operation -> "operation"
| T.C_contract -> "contract"
| T.C_chain_id -> "chain_id"
in
Format.fprintf ppf "%s" ct
let debug_pp_c_constructor_simpl ppf { tv; c_tag; tv_list } =
Format.fprintf ppf "CTOR %a %a(%a)" Var.pp tv debug_pp_constant c_tag PP_helpers.(list_sep Var.pp (const " , ")) tv_list

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@ -0,0 +1,18 @@
open Ast_typed.Types
type 'old_constraint_type selector_input = 'old_constraint_type (* some info about the constraint just added, so that we know what to look for *)
type 'selector_output selector_outputs =
WasSelected of 'selector_output list
| WasNotSelected
type new_constraints = type_constraint list
type new_assignments = c_constructor_simpl list
type ('old_constraint_type, 'selector_output) selector = 'old_constraint_type selector_input -> structured_dbs -> 'selector_output selector_outputs
type 'selector_output propagator = 'selector_output -> structured_dbs -> new_constraints * new_assignments
(* state+list monad *)
type ('state, 'elt) state_list_monad = { state: 'state ; list : 'elt list }
let lift_state_list_monad ~state ~list = { state ; list }
let lift f =
fun { state ; list } ->
let (new_state , new_lists) = List.fold_map_acc f state list in
{ state = new_state ; list = List.flatten new_lists }

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@ -0,0 +1,18 @@
(* This file implements the type-level language. For now limited to
type constants, type functions and their application. *)
open Ast_typed.Types
(** Evaluates a type-leval application. For now, only supports
immediate beta-reduction at the root of the type. *)
let type_level_eval : type_value -> type_value * type_constraint list =
fun tv -> Typesystem.Misc.Substitution.Pattern.eval_beta_root ~tv
(** Checks that a type-level application has been fully reduced. For
now, only some simple cases like applications of `forall`
<polymorphic types are allowed. *)
let check_applied ((reduced, _new_constraints) as x) =
let () = match reduced with
{ tsrc = _ ; t = P_apply _ } -> failwith "internal error: shouldn't happen" (* failwith "could not reduce type-level application. Arbitrary type-level applications are not supported for now." *)
| _ -> ()
in x

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@ -416,11 +416,11 @@ and type_lambda e state {
let%bind input_type' = bind_map_option (evaluate_type e) input_type in let%bind input_type' = bind_map_option (evaluate_type e) input_type in
let%bind output_type' = bind_map_option (evaluate_type e) output_type in let%bind output_type' = bind_map_option (evaluate_type e) output_type in
let fresh : O.type_expression = t_variable (Solver.Wrap.fresh_binder ()) () in let fresh : O.type_expression = t_variable (Wrap.fresh_binder ()) () in
let e' = Environment.add_ez_binder (binder) fresh e in let e' = Environment.add_ez_binder (binder) fresh e in
let%bind (result , state') = type_expression e' state result in let%bind (result , state') = type_expression e' state result in
let wrapped = Solver.Wrap.lambda fresh input_type' output_type' result.type_expression in let wrapped = Wrap.lambda fresh input_type' output_type' result.type_expression in
ok (({binder;result}:O.lambda),state',wrapped) ok (({binder;result}:O.lambda),state',wrapped)
and type_constant (name:I.constant') (lst:O.type_expression list) (tv_opt:O.type_expression option) : (O.constant' * O.type_expression) result = and type_constant (name:I.constant') (lst:O.type_expression list) (tv_opt:O.type_expression option) : (O.constant' * O.type_expression) result =

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@ -2,6 +2,7 @@ module Types = Types
module Environment = Environment module Environment = Environment
module PP = PP module PP = PP
module PP_generic = PP_generic module PP_generic = PP_generic
module Compare_generic = Compare_generic
module Combinators = struct module Combinators = struct
include Combinators include Combinators
end end

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@ -127,4 +127,3 @@ let fold_map__poly_set : type a state new_a . new_a extra_info__comparable -> (s
ok (state , PolySet.add new_elt s) in ok (state , PolySet.add new_elt s) in
let%bind (state , m) = PolySet.fold_inc aux s ~init:(ok (state, PolySet.create ~cmp:new_compare)) in let%bind (state , m) = PolySet.fold_inc aux s ~init:(ok (state, PolySet.create ~cmp:new_compare)) in
ok (state , m) ok (state , m)