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|
module Make =
functor (X : Set.OrderedType) ->
functor (Y : Map.OrderedType) ->
functor (Z : Map.OrderedType) ->
struct
module Y_tries = struct
type t = (Y.t * int) option
let compare x y =
match x,y with
None,None -> 0
| Some (l,n),Some (l',n') ->
let m = Y.compare l l' in
if m = 0 then
n-n'
else m
| Some(l,n),None -> 1
| None, Some(l,n) -> -1
end
module X_tries = struct
type t = X.t * Z.t
let compare (x1,x2) (y1,y2) =
let m = (X.compare x1 y1) in
if m = 0 then (Z.compare x2 y2) else
m
end
module T = Tries.Make(X_tries)(Y_tries)
type decompose_fun = X.t -> (Y.t * X.t list) option
type 'res lookup_res = Label of 'res | Nothing | Everything
type 'tree lookup_fun = 'tree -> (Y.t * 'tree list) lookup_res
type t = T.t
let create () = T.empty
(* [path_of dna pat] returns the list of nodes of the pattern [pat] read in
prefix ordering, [dna] is the function returning the main node of a pattern *)
let path_of dna =
let rec path_of_deferred = function
| [] -> []
| h::tl -> pathrec tl h
and pathrec deferred t =
match dna t with
| None ->
None :: (path_of_deferred deferred)
| Some (lbl,[]) ->
(Some (lbl,0))::(path_of_deferred deferred)
| Some (lbl,(h::def_subl as v)) ->
(Some (lbl,List.length v))::(pathrec (def_subl@deferred) h)
in
pathrec []
let tm_of tm lbl =
try [T.map tm lbl, true] with Not_found -> []
let rec skip_arg n tm =
if n = 0 then [tm,true]
else
List.flatten
(List.map
(fun a -> match a with
| None -> skip_arg (pred n) (T.map tm a)
| Some (lbl,m) ->
skip_arg (pred n + m) (T.map tm a))
(T.dom tm))
let lookup tm dna t =
let rec lookrec t tm =
match dna t with
| Nothing -> tm_of tm None
| Label(lbl,v) ->
tm_of tm None@
(List.fold_left
(fun l c ->
List.flatten(List.map (fun (tm, b) ->
if b then lookrec c tm
else [tm,b]) l))
(tm_of tm (Some(lbl,List.length v))) v)
| Everything -> skip_arg 1 tm
in
List.flatten (List.map (fun (tm,b) -> T.xtract tm) (lookrec t tm))
let add tm dna (pat,inf) =
let p = path_of dna pat in T.add tm (p,(pat,inf))
let rmv tm dna (pat,inf) =
let p = path_of dna pat in T.rmv tm (p,(pat,inf))
let app f tm = T.app (fun (_,p) -> f p) tm
end
|
