Source file term_trie.ml
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open Fmlib
module Int_map = Common.Int_map
module Sort_map = Finite_map.Make (Sort)
module Value_map = Finite_map.Make (Value)
type 'a t = {
sorts: ('a base) Sort_map.t;
bounds: ('a base) Int_map.t;
globals: ('a base) Int_map.t;
applications: 'a t option;
typeds: 'a t option;
lambdas: 'a t option;
products: 'a t option;
}
and 'a base =
| End of 'a
| Next of 'a t
let empty: 'a t = {
sorts = Sort_map.empty;
bounds = Int_map.empty;
globals = Int_map.empty;
applications = None;
typeds = None;
lambdas = None;
products = None;
}
type 'a find_cont = 'a t -> 'a option
let find (term: Term.t) (n: int) (trie: 'a t): 'a option =
let open Option
in
let find_base k base =
base >>= fun base ->
match base, k with
| End a, None ->
Some a
| Next next, Some k ->
k next
| _, _ ->
assert false
in
let rec find term nb (k: 'a find_cont option) trie: 'a option =
let open Term in
match term with
| Value _ ->
assert false
| Sort s ->
find_base
k
(Sort_map.maybe_find s trie.sorts)
| Variable i when i < nb ->
find_base
k
(Int_map.maybe_find i trie.bounds)
| Variable i ->
find_base
k
(Int_map.maybe_find
(Term.bruijn_convert (i - nb) n)
trie.globals)
| Typed (exp, tp) ->
trie.typeds
>>=
find exp nb (Some (find tp nb k))
| Appl (f, arg, _ ) ->
trie.applications
>>=
find f nb (Some (find arg nb k))
| Lambda (tp, exp, _ ) ->
trie.lambdas
>>=
find tp nb (Some (find exp (nb + 1) k))
| Pi (tp, res, _) ->
trie.products
>>=
find tp nb (Some (find res (nb + 1) k))
| Where (_, _, _, _) ->
assert false
in
find term 0 None trie
let map_result (f: 'a -> 'b): ('a, 'e) result -> ('b, 'e) result =
function
| Ok a ->
Ok (f a)
| Error e ->
Error e
type 'a add_cont = 'a t -> ('a t, 'a) result
let add_base
(a: 'a)
(k: 'a add_cont option)
(add: 'a base -> 'a t)
(base: 'a base option)
: ('a t, 'a) result
=
match base with
| None ->
(
match k with
| None ->
Ok (add (End a))
| Some k ->
map_result
(fun next -> add (Next next))
(k empty)
)
| Some base ->
match base, k with
| End a, None ->
Error a
| Next next, Some k ->
k next
| _, _ ->
assert false
let add_compound
(add_outer: 'a t -> 'a t)
(add_inner: 'a t -> ('a t, 'a) result)
(inner: 'a t option)
: ('a t, 'a) result
=
map_result
add_outer
(
match inner with
| None ->
add_inner empty
| Some inner ->
add_inner inner
)
let add_new (term: Term.t) (n: int) (a: 'a) (trie: 'a t): ('a t, 'a) result =
let rec add term nb k trie =
let open Term in
match term with
| Value _ ->
assert false
| Sort s ->
add_base
a
k
(fun value ->
{trie with
sorts =
Sort_map.add s value trie.sorts})
(Sort_map.maybe_find s trie.sorts)
| Variable i when i < nb ->
add_base
a
k
(fun value ->
{trie with
bounds =
Int_map.add i value trie.bounds})
(Int_map.maybe_find i trie.bounds)
| Variable i ->
let level = Term.bruijn_convert (i - nb) n
in
add_base
a
k
(fun value ->
{trie with
globals =
Int_map.add level value trie.globals})
(Int_map.maybe_find level trie.globals)
| Typed (exp, tp) ->
add_compound
(fun res -> {trie with typeds = Some res})
(add exp nb (Some (add tp nb k)))
trie.typeds
| Appl (f, arg, _ ) ->
add_compound
(fun res -> {trie with applications = Some res})
(add f nb (Some (add arg nb k)))
trie.applications
| Lambda (tp, exp, _ ) ->
add_compound
(fun res -> {trie with lambdas = Some res})
(add tp nb (Some (add exp (nb + 1) k)))
trie.lambdas
| Pi (tp, res, _) ->
add_compound
(fun res -> {trie with products = Some res})
(add tp nb (Some (add res (nb + 1) k)))
trie.products
| Where (_, _, _, _) ->
assert false
in
add term 0 None trie