ENIAMvalence.ml
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(*
* ENIAMlexSemantics is a library that assigns tokens with lexicosemantic information.
* Copyright (C) 2016-2017 Wojciech Jaworski <wjaworski atSPAMfree mimuw dot edu dot pl>
* Copyright (C) 2016-2017 Institute of Computer Science Polish Academy of Sciences
*
* This library is free software: you can redistribute it and/or modify
* it under the terms of the GNU Lesser General Public License as published by
* the Free Software Foundation, either version 3 of the License, or
* (at your option) any later version.
*
* This library is distributed in the hope that it will be useful,
* but WITHOUT ANY WARRANTY; without even the implied warranty of
* MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
* GNU Lesser General Public License for more details.
*
* You should have received a copy of the GNU Lesser General Public License
* along with this program. If not, see <http://www.gnu.org/licenses/>.
*)
open ENIAMwalTypes
open Xstd
let simplify_pos = function
"subst" -> "noun"
| "depr" -> "noun"
(* | "psubst" -> "noun"
| "pdepr" -> "noun" *)
| "adj" -> "adj"
| "adjc" -> "adj"
| "adjp" -> "adj"
| "ger" -> "verb"
| "pact" -> "verb"
| "ppas" -> "verb"
| "fin" -> "verb"
| "bedzie" -> "verb"
| "praet" -> "verb"
| "winien" -> "verb"
| "impt" -> "verb"
| "imps" -> "verb"
| "inf" -> "verb"
| "pcon" -> "verb"
| "pant" -> "verb"
| "pred" -> "verb"
| "ppron12" -> "pron"
| "ppron3" -> "pron"
| "siebie" -> "pron"
| s -> s
let transform_zeby = function
Aff -> [Comp "że"]
| Negation -> [Comp "że";Comp "żeby"]
| NegationUndef -> [Comp "że";Comp "żeby"]
let transform_gdy = function
"indicative" -> [Comp "gdy"]
| "imperative" -> [Comp "gdy"]
| "conditional" -> [Comp "gdyby"]
| "gerundial" -> [Comp "gdy"]
| "" -> [Comp "gdy";Comp "gdyby"]
| s -> failwith ("transform_gdy: " ^ s)
let transform_comp negation mood = function
Comp comp -> [Comp comp]
| Zeby -> transform_zeby negation
| Gdy -> transform_gdy mood
| CompUndef -> [CompUndef]
let transform_str mood negation =
if mood = "gerundial" then [Case "gen"] else
match negation with
Aff -> [Case "acc"]
| Negation -> [Case "gen"]
| NegationUndef -> [Case "acc";Case "gen"]
let transform_np_phrase lemma = function
NP(Case case) -> [NP(Case case)(*;NumP(Case case)*)]
| NP(CaseAgr) -> [NP(CaseAgr)(*;NumP(CaseAgr)*)]
| NCP(Case c,ctype,comp) -> [NCP(Case c,ctype,comp)]
| NP(CaseUndef) -> [NP(CaseUndef)(*;NumP(Case case)*)]
| AdjP(Case _) as morf -> [morf] (* tylko 'zagłada adjp(postp)' *)
| AdjP(CaseAgr) -> [AdjP(AllAgr)]
| AdjP(Str) -> [AdjP(AllAgr)] (* chyba błąd walentego, tylko 'barwa', 'bieda', 'głód', 'kolor', 'nędza', 'śmierć', 'usta' *)
| CP(ctype,comp) as morf -> [morf]
| PrepNP _ as morf -> [morf]
| PrepAdjP _ as morf -> [morf] (* to wygląda seryjny błąd w Walentym xp(abl[prepadjp(z,gen)]) *)
| ComprepNP _ as morf -> [morf]
| ComparP _ as morf -> [morf]
| PrepNCP _ as morf -> [morf]
| ColonP as morf -> [morf]
| AdvP _ as morf -> [morf] (* występuje tylko w lematach: cyrk, trwałość x2, zagłada *)
| FixedP _ as morf -> [morf]
| Or as morf -> [morf]
(* | Pro as morf -> [morf] *)
| Null as morf -> [morf]
| phrase -> failwith ("transform_np_phrase: " ^ lemma ^ " " ^ ENIAMwalStringOf.phrase phrase)
let transform_np_pos lemma = function
| SUBST(_,Case _) as morf -> [morf]
| PPRON3(_,Case _) as morf -> [morf]
| SUBST(_,CaseAgr) as morf -> [morf]
| SUBST(n,Str) -> [ADJ(n,AllAgr,GenderUndef,Grad "pos")] (* błąd walentym: 'zła godzina' *)
| ADJ(_,Case _,_,_) as morf -> [morf]
| ADJ(n,CaseAgr,GenderAgr,gr) -> [ADJ(n,AllAgr,GenderAgr,gr)]
| PACT(n,CaseAgr,g,a,neg) -> [PACT(n,AllAgr,g,a,neg)]
| PPAS(_,Case _,_,_,_) as morf -> [morf]
| PPAS(n,CaseAgr,g,a,neg) -> [PPAS(n,AllAgr,g,a,neg)]
| ADJ(n,Str,g,gr) -> [ADJ(n,AllAgr,g,gr)]
| PPAS(n,Str,g,a,neg) -> [PPAS(n,AllAgr,g,a,neg)]
| PREP(Case _) as morf -> [morf]
| ADV _ as morf -> [morf] (* tu trafiają przysłówkowe realizacje *)
| COMP _ as morf -> [morf]
| QUB as morf -> [morf]
| PERS _ as morf -> [morf]
| pos -> failwith ("transform_np_pos: " ^ lemma ^ " " ^ ENIAMwalStringOf.pos pos)
let transform_adj_phrase lemma = function
NP(Case case) -> [NP(Case case)(*;NumP(Case case)*)]
| NP(Part) -> [NP(Case "gen");NP(Case "acc")(*;NumP(Case "gen");NumP(Case "acc")*)] (* jedno wystąpienie 'krewny' *)
| NCP(Case c,ctype,comp) -> [NCP(Case c,ctype,comp)]
| AdjP(CaseAgr) -> [AdjP(AllAgr)] (* jedno wystąpienie 'cały szczęśliwy', może się przydać podniesienie typu *)
| CP(ctype,comp) as morf -> [morf]
| PrepNP _ as morf -> [morf]
| PrepAdjP _ as morf -> [morf]
| ComprepNP _ as morf -> [morf]
| ComparP _ as morf -> [morf]
| PrepNCP _ as morf -> [morf]
| InfP _ as morf -> [morf]
| AdvP _ as morf -> [morf]
(* | FixedP _ as morf -> [morf]*)
| Or as morf -> [morf] (* jedno wystąpienie 'jednoznaczny' *)
(* | Pro as morf -> [morf] *)
| Null as morf -> [morf]
| morf -> failwith ("transform_adj_phrase: " ^ lemma ^ " " ^ ENIAMwalStringOf.phrase morf)
let transform_adj_pos lemma = function
| ADJ(n,CaseAgr,g,gr) -> [ADJ(n,AllAgr,g,gr)]
| PREP(Case _) as morf -> [morf]
| ADV _ as morf -> [morf]
| QUB as morf -> [morf]
| morf -> failwith ("transform_adj_pos: " ^ lemma ^ " " ^ ENIAMwalStringOf.pos morf)
let transform_adv_phrase lemma = function
NP(Case case) -> [NP(Case case)(*;NumP(Case case)*)]
| NCP(Case c,ctype,comp) -> [NCP(Case c,ctype,comp)]
| CP(ctype,comp) as morf -> [morf]
| PrepNP _ as morf -> [morf]
| PrepAdjP _ as morf -> [morf]
| ComprepNP _ as morf -> [morf]
| ComparP _ as morf -> [morf]
| PrepNCP _ as morf -> [morf]
| InfP _ as morf -> [morf]
| AdvP _ as morf -> [morf]
(* | Or as morf -> [morf]*)
(* | Pro as morf -> [morf] *)
| Null as morf -> [morf]
(* | AdjP(CaseAgr) as morf -> [morf]*)
(* | FixedP _ as morf -> [morf]*)
| morf -> failwith ("transform_adv_phrase: " ^ lemma ^ " " ^ ENIAMwalStringOf.phrase morf)
let transform_adv_pos lemma = function
SUBST(_,Case _) as morf -> [morf]
(* | ADJ(_,CaseAgr,_,_) as morf -> [morf]*)
| COMP _ as morf -> [morf]
| PREP(Case _) as morf -> [morf]
| COMPAR _ as morf -> [morf]
| ADV _ as morf -> [morf] (* tu trafiają przysłówkowe realizacje *)
| morf -> failwith ("transform_adv_pos: " ^ lemma ^ " " ^ ENIAMwalStringOf.pos morf)
let transform_prep_phrase lemma = function
| phrase -> failwith ("transform_prep_phrase: " ^ lemma ^ " " ^ ENIAMwalStringOf.phrase phrase)
let transform_prep_pos lemma = function
| SUBST(_,Case _) as morf -> [morf]
| SIEBIE(Case _) as morf -> [morf]
| PPRON12(_,Case _) as morf -> [morf]
| PPRON3(_,Case _) as morf -> [morf]
| SUBST(n,Str) -> [SUBST(n,CaseAgr)]
| NUM(Case _,_) as morf -> [morf]
| ADJ(_,Case _,_,_) as morf -> [morf]
| GER(_,Case _,_,_,_) as morf -> [morf]
| PPAS(_,Case _,_,_,_) as morf -> [morf]
(* | ADV _ as morf -> [morf]
| QUB as morf -> [morf]*)
| pos -> failwith ("transform_prep_pos: " ^ lemma ^ " " ^ ENIAMwalStringOf.pos pos)
let transform_comprep_phrase lemma = function
NP(Case case) -> [NP(Case case)(*;NumP(Case case)*)]
| NCP(Case c,ctype,comp) -> [NCP(Case c,ctype,comp)]
| PrepNP _ as morf -> [morf]
| PrepNCP _ as morf -> [morf]
| phrase -> failwith ("transform_comprep_phrase: " ^ lemma ^ " " ^ ENIAMwalStringOf.phrase phrase)
let transform_comprep_pos lemma = function
| SUBST(_,Case _) as morf -> [morf]
(* | SUBST(n,Str) -> [SUBST(n,CaseAgr)]*)
| NUM(Case _,_) as morf -> [morf]
(* | ADJ(_,Case _,_,_) as morf -> [morf]
| GER(_,Case _,_,_,_,_) as morf -> [morf]
| PPAS(_,Case _,_,_,_) as morf -> [morf]
| ADV _ as morf -> [morf]
| QUB as morf -> [morf]*)
| pos -> failwith ("transform_comprep_pos: " ^ lemma ^ " " ^ ENIAMwalStringOf.pos pos)
let transform_compar_phrase lemma = function
| NP(Str) -> Xlist.map ["nom";"gen";"dat";"acc";"inst"] (fun case -> NP(Case case)) (* FIXME: sprawdzić kto kontroluje! *) (* FIXME: uzgodnić a komparatywem *)
| FixedP _ as morf -> [morf]
| phrase -> failwith ("transform_compar_phrase: " ^ lemma ^ " " ^ ENIAMwalStringOf.phrase phrase)
let transform_compar_pos lemma = function
| SUBST(_,Case _) as morf -> [morf]
| ADJ(_,Case _,_,_) as morf -> [morf]
| PREP(Case _) as morf -> [morf]
| SUBST(Number n,Str) -> [SUBST(Number n,CaseUndef)]
| SUBST(NumberAgr,Str) -> [SUBST(NumberUndef,CaseUndef)]
| SUBST(NumberUndef,Str) -> [SUBST(NumberUndef,CaseUndef)]
| PPAS(_,Case _,_,_,_) as morf -> [morf]
| PPAS(NumberAgr,Str,GenderAgr,a,neg) -> [PPAS(NumberUndef,CaseUndef,GenderUndef,a,neg)] (* FIXME: ta sama sytuacja co w "jako" *)
| PPAS(NumberAgr,CaseAgr,GenderAgr,a,neg) -> [PPAS(NumberUndef,CaseUndef,GenderUndef,a,neg)] (* FIXME: ta sama sytuacja co w "jako" *)
| ADJ(NumberAgr,Str,GenderAgr,gr) -> [ADJ(NumberUndef,CaseUndef,GenderUndef,gr)] (* FIXME: ta sama sytuacja co w "jako" *)
| ADJ(NumberAgr,CaseAgr,GenderAgr,gr) -> [ADJ(NumberUndef,CaseUndef,GenderUndef,gr)] (* FIXME: ta sama sytuacja co w "jako" *)
| NUM(Case _,_) as morf -> [morf]
| pos -> failwith ("transform_compar_pos: " ^ lemma ^ " " ^ ENIAMwalStringOf.pos pos)
let transform_comp_phrase lemma = function
| phrase -> failwith ("transform_comp_phrase: " ^ lemma ^ " " ^ ENIAMwalStringOf.phrase phrase)
let transform_comp_pos lemma = function
| PERS _ as morf -> [morf]
| pos -> failwith ("transform_comp_pos: " ^ lemma ^ " " ^ ENIAMwalStringOf.pos pos)
let transform_qub_phrase lemma = function
| phrase -> failwith ("transform_qub_phrase: " ^ lemma ^ " " ^ ENIAMwalStringOf.phrase phrase)
let transform_qub_pos lemma = function
| QUB as morf -> [morf]
| pos -> failwith ("transform_qub_pos: " ^ lemma ^ " " ^ ENIAMwalStringOf.pos pos)
let transform_interj_phrase lemma = function
| phrase -> failwith ("transform_interj_phrase: " ^ lemma ^ " " ^ ENIAMwalStringOf.phrase phrase)
let transform_interj_pos lemma = function
| pos -> failwith ("transform_interj_pos: " ^ lemma ^ " " ^ ENIAMwalStringOf.pos pos)
let transform_sinterj_phrase lemma = function
| phrase -> failwith ("transform_sinterj_phrase: " ^ lemma ^ " " ^ ENIAMwalStringOf.phrase phrase)
let transform_sinterj_pos lemma = function
| pos -> failwith ("transform_sinterj_pos: " ^ lemma ^ " " ^ ENIAMwalStringOf.pos pos)
let transform_aglt_phrase lemma = function
| phrase -> failwith ("transform_aglt_phrase: " ^ lemma ^ " " ^ ENIAMwalStringOf.phrase phrase)
let transform_aglt_pos lemma = function
| pos -> failwith ("transform_aglt_pos: " ^ lemma ^ " " ^ ENIAMwalStringOf.pos pos)
let transform_siebie_phrase lemma = function
| phrase -> failwith ("transform_siebie_phrase: " ^ lemma ^ " " ^ ENIAMwalStringOf.phrase phrase)
let transform_siebie_pos lemma = function
| ADJ(NumberAgr,CaseAgr,GenderAgr,gr) -> [ADJ(NumberAgr,AllAgr,GenderAgr,gr)]
| pos -> failwith ("transform_siebie_pos: " ^ lemma ^ " " ^ ENIAMwalStringOf.pos pos)
let transform_pers_subj_phrase lemma negation mood = function (* FIXME: prepnp(na,loc) *)
| NP(Str) -> [NP(NomAgr);NP(VocAgr)(*;NumP(NomAgr)*)]
| NP(Part) -> [NP(Case "gen");NP(Case "acc")(*;NumP(Case "gen");NumP(Case "acc")*)] (* tylko w 'nalewać', 'nalać', 'ponalewać', 'najechać','uzbierać' *)
| NCP(Str,ctype,comp) -> [NCP(NomAgr,ctype,comp);NCP(VocAgr,ctype,comp)]
| CP(ctype,comp) as morf -> [morf]
| InfP _ as morf -> [morf]
| Or as morf -> [morf]
| Pro -> [ProNG]
| Null -> [Null]
| morf -> failwith ("transform_pers_subj_phrase: " ^ lemma ^ " " ^ ENIAMwalStringOf.phrase morf)
let transform_pers_subj_pos lemma negation mood = function
(* COMP _ as morf -> [morf]*)
| SUBST(n,Str) -> [SUBST(n,NomAgr)]
| SUBST(n,Case "nom") -> [SUBST(n,NomAgr)] (* wygląda na błąd Walentego, ale nie ma znaczenia *)
| NUM(Str,g) -> [NUM(NomAgr,g)]
| NUM(Case "nom",g) -> [NUM(NomAgr,g)]
(* | ADJ(n,Str,g,gr) -> [ADJ(n,NomAgr,g,gr)]*)
| morf -> failwith ("transform_pers_subj_pos: " ^ lemma ^ " " ^ ENIAMwalStringOf.pos morf)
let transform_ger_subj_phrase lemma negation mood control = function
| NP(Str) -> [NP(Case "gen");PrepNP(Pnosem,"przez",Case "acc")(*;NumP(Case "gen")*)(*;PrepNumP("przez",Case "acc")*)] (* FIXME: czy przez:acc jest możliwe? *)
| NP(Part) -> [NP(Case "gen")(*;NP(Case "acc")*)(*;NumP(Case "gen");NumP(Case "acc")*)]
| NCP(Str,ctype,comp) -> [NCP(Case "gen",ctype,comp);PrepNCP(Pnosem,"przez",Case "acc",ctype,comp)] (* FIXME: czy przez:acc jest możliwe? *)
| CP(ctype,comp) as morf -> [morf]
| InfP _ as morf -> [morf] (* FIXME: czy to jest możliwe? *)
| Or as morf -> [morf]
| Pro -> if control then [Pro] else [Null]
| Null -> [Null]
| morf -> failwith ("transform_ger_subj_phrase: " ^ lemma ^ " " ^ ENIAMwalStringOf.phrase morf)
let transform_ger_subj_pos lemma negation mood = function (* FIXME: ADV(_) *)
(* COMP _ as morf -> [morf] (* FIXME: czy to jest możliwe? *)*)
| SUBST(n,Str) -> [SUBST(n,Case "gen")]
| SUBST(n,Case "nom") -> [SUBST(n,Case "gen")] (* wygląda na błąd Walentego, ale nie ma znaczenia *)
| NUM(Str,g) -> [NUM(Case "gen",g)]
| NUM(Case "nom",g) -> [NUM(Case "gen",g)]
(* | ADJ(n,Str,g,gr) -> [ADJ(n,Case "gen",g,gr)]*)
| morf -> failwith ("transform_pers_subj_pos: " ^ lemma ^ " " ^ ENIAMwalStringOf.pos morf)
let transform_ppas_subj_phrase lemma negation mood control = function
| NP(Str) -> [PrepNP(Pnosem,"przez",Case "acc")(*;PrepNumP("przez",Case "acc")*)]
| NCP(Str,ctype,comp) -> [PrepNCP(Pnosem,"przez",Case "acc",ctype,comp)]
| CP(ctype,comp) as morf -> [morf]
| Pro -> if control then [Pro] else [Null]
| morf -> failwith ("transform_ppas_subj_phrase: " ^ lemma ^ " " ^ ENIAMwalStringOf.phrase morf)
let transform_pers_phrase lemma negation mood = function
| NP(Str) -> List.flatten (Xlist.map (transform_str mood negation) (fun case -> [NP case(*;NumP(case)*)]))
| NP(Part) -> [NP(Case "gen")] @ (if mood = "gerundial" then [] else [NP(Case "acc")(*;NumP(Case "gen");NumP(Case "acc")*)])
| NP(Case case) -> [NP(Case case)(*;NumP(Case case)*)]
| NP(CaseUndef) -> [NP(CaseUndef)(*;NumP(Case case)*)]
| NCP(Str,ctype,comp) -> List.flatten (Xlist.map (transform_str mood negation) (fun case -> [NCP(case,ctype,comp)]))
| NCP(Part,ctype,comp) -> List.flatten (Xlist.map (transform_str mood negation) (fun case -> [NCP(case,ctype,comp)]))
| NCP(Case case,ctype,comp) -> [NCP(Case case,ctype,comp)]
| AdjP(Str) -> Xlist.map (transform_str mood negation) (fun case -> AdjP case) (* FIXME: pomijam uzgadnianie liczby i rodzaju - wykonalne za pomocą kontroli *)
| AdjP CaseAgr as morf -> if mood = "gerundial" then [AdjP AllAgr] else (failwith ("transform_pers_phrase2: " ^ lemma ^ " " ^ ENIAMwalStringOf.phrase morf))
| AdjP(Case _) as morf -> [morf] (* FIXME: pomijam uzgadnianie liczby i rodzaju - wykonalne za pomocą kontroli *)
| AdjP(NomAgr) as morf -> [morf]
| CP(ctype,comp) as morf -> [morf]
| PrepNP _ as morf -> [morf]
| PrepAdjP _ as morf -> [morf] (* FIXME: pomijam uzgadnianie liczby i rodzaju - wykonalne za pomocą kontroli *)
| ComprepNP _ as morf -> [morf]
| ComparP _ as morf -> [morf]
| PrepNCP _ as morf -> [morf]
| InfP _ as morf -> [morf]
| AdvP "misc" -> if mood = "gerundial" then [AdjP AllAgr] else [AdvP "misc"]
| AdvP "mod" -> if mood = "gerundial" then [AdjP AllAgr] else [AdvP "mod"]
| AdvP _ as morf -> [morf]
| FixedP _ as morf -> [morf]
| Or as morf -> [morf]
| Pro as morf -> [morf]
| Null as morf -> [morf]
| morf -> failwith ("transform_pers_phrase: " ^ lemma ^ " " ^ ENIAMwalStringOf.phrase morf)
let transform_pers_pos lemma negation mood = function
| SUBST(n,Str) -> Xlist.map (transform_str mood negation) (fun case -> SUBST(n,case))
| PPRON12(n,Str) -> Xlist.map (transform_str mood negation) (fun case -> PPRON12(n,case))
| PPRON3(n,Str) -> Xlist.map (transform_str mood negation) (fun case -> PPRON3(n,case))
| SIEBIE(Str) -> Xlist.map (transform_str mood negation) (fun case -> SIEBIE(case))
| NUM(Str,g) -> Xlist.map (transform_str mood negation) (fun case -> NUM(case,g))
| ADJ(n,Str,g,gr) -> Xlist.map (transform_str mood negation) (fun case -> ADJ(n,case,g,gr))
(* | PPAS(n,Str,g,a,neg) -> Xlist.map (transform_str negation) (fun case -> PPAS(n,Str,g,a,neg))*)
| SUBST(n,Part) -> [SUBST(n,Case "gen");SUBST(n,Case "acc")]
| ADJ(n,Part,g,gr) -> [ADJ(n,Case "gen",g,gr);ADJ(n,Case "acc",g,gr)]
| ADJ(n,CaseAgr,g,gr) as morf -> if lemma = "siedzieć" then [ADJ(n,AllAgr,g,gr)] else (failwith ("transform_pers_pos2: " ^ lemma ^ " " ^ ENIAMwalStringOf.pos morf)) (* FIXME *)
| SUBST(_,Case _) as morf -> [morf]
| PPRON12(_,Case _) as morf -> [morf]
| PPRON3(_,Case _) as morf -> [morf]
| SIEBIE(Case _) as morf -> [morf]
| NUM(Case _,_) as morf -> [morf]
| PREP _ as morf -> [morf]
| ADJ(_,Case _,_,_) as morf -> [morf]
| PPAS(_,Case _,_,_,_) as morf -> [morf]
(* | SUBST(n,CaseAgr) -> Xlist.map ["nom";"gen";"dat";"acc";"inst"] (fun case -> SUBST(n,Case case)) (* FIXME: sprawdzić kto kontroluje! *)
| ADJ(n,CaseAgr,g,gr) -> Xlist.map ["nom";"gen";"dat";"acc";"inst"] (fun case -> ADJ(n,Case case,g,gr)) (* FIXME: sprawdzić kto kontroluje! *)*)
| COMPAR _ as morf -> [morf]
| COMP _ as morf -> [morf]
| INF _ as morf -> [morf]
| QUB as morf -> [morf]
| ADV grad -> (*if mood = "gerundial" then [ADJ(NumberAgr,AllAgr,GenderAgr,grad)] else*) [ADV grad] (* FIXME: to nie poprawi lematu *)
| PERS _ as morf -> [morf]
| morf -> failwith ("transform_pers_pos: " ^ lemma ^ " " ^ ENIAMwalStringOf.pos morf)
let rec transform_comps negation mood = function
| CP(ctype,comp) -> Xlist.map (transform_comp negation mood comp) (fun comp -> CP(ctype,comp))
| NCP(case,ctype,comp) -> Xlist.map (transform_comp negation mood comp) (fun comp -> NCP(case,ctype,comp))
| PrepNCP(psem,prep,case,ctype,comp) -> Xlist.map (transform_comp negation mood comp) (fun comp -> PrepNCP(psem,prep,case,ctype,comp))
| E phrase -> Xlist.map (transform_comps negation mood phrase) (fun phrase -> E phrase)
| morf -> [morf]
let compars = StringSet.of_list ["jak"; "jako"; "niż"; "niczym" ;"niby"; "co"; "zamiast"]
let is_compar lex = StringSet.mem compars lex
(* FIXME: pomijam uzgadnianie przypadku, liczby i rodzaju - wykonalne za pomocą kontroli *)
let transform_preps morf =
let morf = match morf with
| LexArg(id,lex,PREP c) -> if is_compar lex then LexArg(id,lex,COMPAR c) else LexArg(id,lex,PREP c)
| SimpleLexArg(lex,PREP c) -> if is_compar lex then SimpleLexArg(lex,COMPAR c) else SimpleLexArg(lex,PREP c)
| PrepNP(psem,prep,c) -> if is_compar prep then ComparP(prep,c) else PrepNP(psem,prep,c)
| PrepAdjP(prep,c) -> if is_compar prep then ComparP(prep,c) else PrepAdjP(prep,c)
| PrepNCP(psem,prep,case,ctype,comp) as morf -> if is_compar prep then failwith "transform_preps 1" else morf
| morf -> morf in
match morf with
| ComparP(prep,Str) -> Xlist.map ["nom";"gen";"dat";"acc";"inst";"postp"] (fun case -> ComparP(prep,Case case))
| ComparP _ -> failwith "transform_preps 2"
| LexArg(id,lex,COMPAR Str) -> Xlist.map ["nom";"gen";"dat";"acc";"inst";"postp"] (fun case -> LexArg(id,lex,COMPAR (Case case)))
| SimpleLexArg(lex,COMPAR Str) -> Xlist.map ["nom";"gen";"dat";"acc";"inst";"postp"] (fun case -> SimpleLexArg(lex,COMPAR (Case case)))
| LexArg(id,lex,COMPAR (Case _)) as morf -> [morf]
| SimpleLexArg(lex,COMPAR (Case _)) as morf -> [morf]
| LexArg(id,lex,COMPAR _) -> failwith "transform_preps 3"
| SimpleLexArg(lex,COMPAR _) -> failwith "transform_preps 4"
| PrepNP(sem,"per",Str) -> [PrepNP(sem,"per",Case "nom");PrepNP(sem,"per",Case "voc")] (* FIXME: voc do poprawienie w leksykonie *)
| PrepNP(_,_,Case _) as morf -> [morf]
| PrepAdjP(_,Case _) as morf -> [morf]
| PrepNCP(_,_,Case _,_,_) as morf -> [morf]
| PrepNP(_,_,CaseUndef) as morf -> [morf]
| PrepNP _ as morf -> failwith ("transform_preps 5: " ^ ENIAMwalStringOf.phrase morf)
| PrepAdjP _ -> failwith "transform_preps 6"
| PrepNCP _ -> failwith "transform_preps 7"
| LexArg(id,"w",PREP Str) -> [LexArg(id,"w",PREP (Case "acc"));LexArg(id,"w",PREP (Case "loc"));]
| SimpleLexArg("w",PREP Str) -> [SimpleLexArg("w",PREP (Case "acc"));SimpleLexArg("w",PREP (Case "loc"))]
| LexArg(id,lex,PREP (Case _)) as morf -> [morf]
| SimpleLexArg(lex,PREP (Case _)) as morf -> [morf]
| LexArg(id,lex,PREP _) -> failwith "transform_preps 8"
| SimpleLexArg(lex,PREP _) -> failwith "transform_preps 9"
| morf -> [morf]
let transform_pers_schema lemma negation mood schema =
Xlist.map schema (fun s ->
{s with morfs = (
let morfs = List.flatten (Xlist.map s.morfs (transform_comps negation mood)) in
(* Printf.printf "A %s\n" (String.concat " " (Xlist.map morfs ENIAMwalStringOf.phrase)); *)
let morfs = List.flatten (Xlist.map morfs transform_preps) in
(* Printf.printf "B %s\n" (String.concat " " (Xlist.map morfs ENIAMwalStringOf.phrase)); *)
let morfs = if s.gf = SUBJ then List.flatten (Xlist.map morfs (function
| E phrase -> Xlist.map (transform_pers_subj_phrase lemma negation mood phrase) (fun phrase -> E phrase)
| LexArg(id,lex,pos) -> Xlist.map (transform_pers_subj_pos lemma negation mood pos) (fun pos -> LexArg(id,lex,pos))
| SimpleLexArg(lex,pos) -> Xlist.map (transform_pers_subj_pos lemma negation mood pos) (fun pos -> SimpleLexArg(lex,pos))
| phrase -> transform_pers_subj_phrase lemma negation mood phrase))
else List.flatten (Xlist.map morfs (function
| LexArg(id,lex,pos) -> Xlist.map (transform_pers_pos lemma negation mood pos) (fun pos -> LexArg(id,lex,pos))
| SimpleLexArg(lex,pos) -> Xlist.map (transform_pers_pos lemma negation mood pos) (fun pos -> SimpleLexArg(lex,pos))
| phrase -> transform_pers_phrase lemma negation mood phrase)) in
(* Printf.printf "C %s\n" (String.concat " " (Xlist.map morfs ENIAMwalStringOf.phrase)); *)
morfs)})
let transform_nosubj_schema lemma negation mood schema =
Xlist.map schema (fun s ->
{s with morfs =
let morfs = List.flatten (Xlist.map s.morfs (transform_comps negation mood)) in
let morfs = List.flatten (Xlist.map morfs transform_preps) in
if s.gf = SUBJ then [Null]
else List.flatten (Xlist.map morfs (function
| LexArg(id,lex,pos) -> Xlist.map (transform_pers_pos lemma negation mood pos) (fun pos -> LexArg(id,lex,pos))
| SimpleLexArg(lex,pos) -> Xlist.map (transform_pers_pos lemma negation mood pos) (fun pos -> SimpleLexArg(lex,pos))
| phrase -> transform_pers_phrase lemma negation mood phrase))})
(* let transform_ger_adv_lex = function
| s -> print_endline ("transform_ger_adv_lex: " ^ s); s
let transform_ger_adv_pos = function
| LexArg(id,lex,ADV grad) -> LexArg(id,transform_ger_adv_lex lex,ADJ(NumberAgr,AllAgr,GenderAgr,grad))
| SimpleLexArg(lex,ADV grad) -> SimpleLexArg(transform_ger_adv_lex lex,ADJ(NumberAgr,AllAgr,GenderAgr,grad))
| morf -> morf *)
let transform_ger_schema lemma negation schema = (* FIXME: zakładam, że ger zeruje mood, czy to prawda? *)
Xlist.map schema (fun s ->
{s with morfs =
let morfs = List.flatten (Xlist.map s.morfs (transform_comps negation "gerundial")) in
let morfs = List.flatten (Xlist.map morfs transform_preps) in
(* let morfs = Xlist.map morfs transform_ger_adv_pos in *)
if s.gf = SUBJ then List.flatten (Xlist.map morfs (function
| E phrase -> Xlist.map (transform_ger_subj_phrase lemma negation "gerundial" (s.cr <> [] || s.ce <> []) phrase) (fun phrase -> E phrase)
| LexArg(id,lex,pos) -> Xlist.map (transform_ger_subj_pos lemma negation "gerundial" pos) (fun pos -> LexArg(id,lex,pos))
| SimpleLexArg(lex,pos) -> Xlist.map (transform_ger_subj_pos lemma negation "gerundial" pos) (fun pos -> SimpleLexArg(lex,pos))
| phrase -> transform_ger_subj_phrase lemma negation "gerundial" (s.cr <> [] || s.ce <> []) phrase))
else List.flatten (Xlist.map morfs (function
| LexArg(id,lex,pos) -> Xlist.map (transform_pers_pos lemma negation "gerundial" pos) (fun pos -> LexArg(id,lex,pos))
| SimpleLexArg(lex,pos) -> Xlist.map (transform_pers_pos lemma negation "gerundial" pos) (fun pos -> SimpleLexArg(lex,pos))
| phrase -> transform_pers_phrase lemma negation "gerundial" phrase))})
let transform_ppas_schema lemma negation mood schema =
if not (Xlist.fold schema false (fun b p -> if p.gf = OBJ then true else b)) then raise Not_found else
Xlist.map schema (fun s ->
let morfs = List.flatten (Xlist.map s.morfs (transform_comps negation mood)) in
let morfs = List.flatten (Xlist.map morfs transform_preps) in
{s with morfs =
if s.gf = OBJ then [Null] else
if s.gf = SUBJ then List.flatten (Xlist.map morfs (function
| E phrase -> raise Not_found (* tylko 'obladzać' i 'oblodzić', chyba błąd *)
| LexArg(id,lex,SUBST(n,Str)) -> raise Not_found (* FIXME!!! *)
| SimpleLexArg(lex,SUBST(n,Str)) -> raise Not_found (* FIXME!!! *)
| phrase -> transform_ppas_subj_phrase lemma negation mood (s.cr <> [] || s.ce <> []) phrase))
else List.flatten (Xlist.map morfs (function
| LexArg(id,lex,pos) -> Xlist.map (transform_pers_pos lemma negation mood pos) (fun pos -> LexArg(id,lex,pos))
| SimpleLexArg(lex,pos) -> Xlist.map (transform_pers_pos lemma negation mood pos) (fun pos -> SimpleLexArg(lex,pos))
| phrase -> transform_pers_phrase lemma negation mood phrase))})
let transform_num_schema acm schema =
Xlist.map schema (fun s ->
{s with morfs=List.flatten (Xlist.map s.morfs (function
| Null -> [Null]
| LexArg(id,lex,SUBST(NumberUndef,CaseUndef)) ->
(match acm with
"rec" -> [LexArg(id,lex,SUBST(NumberUndef,GenAgr))]
| "congr" -> [LexArg(id,lex,SUBST(NumberUndef,AllAgr))]
| _ -> failwith "transform_num_schema")
| SimpleLexArg(lex,SUBST(NumberUndef,CaseUndef)) ->
(match acm with
"rec" -> [SimpleLexArg(lex,SUBST(NumberUndef,GenAgr))]
| "congr" -> [SimpleLexArg(lex,SUBST(NumberUndef,AllAgr))]
| _ -> failwith "transform_num_schema")
| morf -> failwith ("transform_num_schema: " ^ ENIAMwalStringOf.phrase morf)))})
let transform_schema pos lemma schema =
let phrase_fun,pos_fun = match pos with
"subst" -> transform_np_phrase,transform_np_pos
| "adj" -> transform_adj_phrase,transform_adj_pos
| "adv" -> transform_adv_phrase,transform_adv_pos
| "prep" -> transform_prep_phrase,transform_prep_pos
| "comprep" -> transform_comprep_phrase,transform_comprep_pos
| "compar" -> transform_compar_phrase,transform_compar_pos
| "comp" -> transform_comp_phrase,transform_comp_pos
| "qub" -> transform_qub_phrase,transform_qub_pos
| "siebie" -> transform_siebie_phrase,transform_siebie_pos
| "interj" -> transform_interj_phrase,transform_interj_pos
| "sinterj" -> transform_sinterj_phrase,transform_interj_pos
| "aglt" -> transform_aglt_phrase,transform_interj_pos
| _ -> failwith "transform_schema"
in
Xlist.map schema (fun s ->
let morfs = List.flatten (Xlist.map s.morfs (transform_comps NegationUndef "")) in (* FIXME: zależność od trybu warunkowego i negacji *)
let morfs = List.flatten (Xlist.map morfs transform_preps) in
{s with morfs=List.flatten (Xlist.map morfs (function
LexArg(id,lex,pos) -> Xlist.map (pos_fun lemma pos) (fun pos -> LexArg(id,lex,pos))
| SimpleLexArg(lex,pos) -> Xlist.map (pos_fun lemma pos) (fun pos -> SimpleLexArg(lex,pos))
| phrase -> phrase_fun lemma phrase))})
let rec remove_adj_agr = function
[] -> []
| {morfs=[Null;AdjP(CaseAgr)]} :: l -> remove_adj_agr l
| {morfs=[Null;AdjP(Part)]} :: l -> remove_adj_agr l
| s :: l -> (*print_endline (ENIAMwalStringOf.schema [s]);*) s :: (remove_adj_agr l)
let rec get_role gf = function
[] -> raise Not_found
| s :: l -> if s.gf = gf then s.role,s.role_attr else get_role gf l
let expand_negation = function
Negation -> [Negation]
| Aff -> [Aff]
| NegationUndef -> [Negation;Aff]
let expand_aspect = function
Aspect s -> [Aspect s]
| AspectUndef -> [Aspect "imperf";Aspect "perf"]
let aspect_sel = function
Aspect s -> [ENIAM_LCGlexiconTypes.Aspect,ENIAM_LCGlexiconTypes.Eq,[s]]
| AspectUndef -> []
open ENIAM_LCGlexiconTypes
let transform_entry pos lemma negation pred aspect schema =
match pos with
"subst" |"depr" ->
if negation <> NegationUndef || pred <> PredFalse || aspect <> AspectUndef then failwith ("transform_entry 1");
[[],transform_schema "subst" lemma schema]
| "adj" |"adjc" |"adjp" ->
if negation <> NegationUndef || aspect <> AspectUndef then failwith ("transform_entry 2");
let sel = match pred with PredTrue -> [Case,Eq,["pred"]] | _ -> [] in
[sel,transform_schema "adj" lemma schema]
| "adv" | "prep" | "comprep" | "comp" | "compar" | "qub" | "siebie" ->
if negation <> NegationUndef || (*pred <> PredFalse ||*) aspect <> AspectUndef then failwith ("transform_entry 3"); (* FIXME: typy przysłówków *)
[[],transform_schema pos lemma schema]
| _ ->
if pred <> PredFalse then failwith ("transform_entry 4") else
if pos = "num" || pos = "intnum" then (
if negation <> NegationUndef || aspect <> AspectUndef then failwith ("transform_entry 5");
Xlist.map ["congr";"rec"] (fun acm ->
[Acm,Eq,[acm]],transform_num_schema acm schema)) else
if pos = "interj" then (
if negation <> NegationUndef || pred <> PredFalse || aspect <> AspectUndef then failwith ("transform_entry 6");
[[],transform_schema "interj" lemma schema]) else
List.flatten (Xlist.map (expand_negation negation) (fun negation ->
let sel = [Negation,Eq,[ENIAMwalStringOf.negation negation]] @ aspect_sel aspect in
if pos = "fin" || pos = "bedzie" then
[sel @ [Mood,Eq,["indicative"]],transform_pers_schema lemma negation "indicative" schema;
sel @ [Mood,Eq,["imperative"]],transform_pers_schema lemma negation "imperative" schema] else
if pos = "praet" || pos = "winien" then
[sel @ [Mood,Eq,["indicative"]],transform_pers_schema lemma negation "indicative" schema;
sel @ [Mood,Eq,["conditional"]],transform_pers_schema lemma negation "conditional" schema] else
if pos = "impt" then
[sel @ [Mood,Eq,["imperative"]],transform_nosubj_schema lemma negation "imperative" schema] else
if pos = "imps" then
[sel @ [Mood,Eq,["indicative"]],transform_nosubj_schema lemma negation "indicative" schema] else
if pos = "pred" then
[sel @ [Mood,Eq,["indicative"]],transform_pers_schema lemma negation "indicative" schema] else
if pos = "pcon" || pos = "pant" || pos = "inf" || pos = "pact" then
(* let role,role_attr = try get_role SUBJ schema with Not_found -> "Initiator","" in *)
[sel, transform_nosubj_schema lemma negation "indicative" schema] else
if pos = "ppas" then
try
(* let role,role_attr = try get_role OBJ schema with Not_found -> "Theme","" in *)
[sel, transform_ppas_schema lemma negation "indicative" schema]
with Not_found -> [] else
if pos = "ger" then
[sel,transform_ger_schema lemma negation schema] else
if schema = [] then [[],[]] else
failwith ("transform_entry: " ^ pos)))
let transform_lex_entry pos lemma = function
SimpleLexEntry(lemma,pos) -> [[],SimpleLexEntry(lemma,pos)]
| LexEntry(id,lemma,pos,NoRestr,schema) ->
Xlist.map (transform_entry pos lemma NegationUndef PredFalse AspectUndef schema) (fun (sel,schema) ->
sel,LexEntry(id,lemma,pos,NoRestr,schema))
| ComprepNPEntry(s,NoRestr,schema) ->
Xlist.map (transform_entry "comprep" s NegationUndef PredFalse AspectUndef schema) (fun (sel,schema) ->
sel,ComprepNPEntry(s,NoRestr,schema))
| LexEntry(id,lemma,pos,_,[]) as entry -> [[],entry]
| entry -> failwith ("transform_lex_entry:" ^ ENIAMwalStringOf.lex_entry entry)
let prepare_all_valence phrases schemata entries =
let schemata = ENIAMwalReduce.merge_entries phrases schemata in
Entries.fold schemata Entries.empty (fun schemata pos lemma (opinion,neg,pred,aspect,schema) ->
match pos with
"noun" -> Entries.add_inc_list schemata "subst" lemma (transform_entry "subst" lemma neg pred aspect schema)
| "adj" -> Entries.add_inc_list schemata "adj" lemma (transform_entry "adj" lemma neg pred aspect schema)
| "adv" -> Entries.add_inc_list schemata "adv" lemma (transform_entry "adv" lemma neg pred aspect schema)
| "verb" ->
let schemata = Entries.add_inc_list schemata "fin" lemma (transform_entry "fin" lemma neg pred aspect schema) in
(*Entries.iter schemata (fun _ _ (_,s) -> print_endline ("E " ^ ENIAMwalStringOf.schema s)); *)
let schemata = Entries.add_inc_list schemata "praet" lemma (transform_entry "praet" lemma neg pred aspect schema) in
let schemata = Entries.add_inc_list schemata "impt" lemma (transform_entry "impt" lemma neg pred aspect schema) in
let schemata = Entries.add_inc_list schemata "imps" lemma (transform_entry "imps" lemma neg pred aspect schema) in
let schemata = Entries.add_inc_list schemata "ger" lemma (transform_entry "ger" lemma neg pred aspect schema) in
let schemata = Entries.add_inc_list schemata "pact" lemma (transform_entry "pact" lemma neg pred aspect schema) in
let schemata = Entries.add_inc_list schemata "ppas" lemma (transform_entry "ppas" lemma neg pred aspect schema) in
let schemata = Entries.add_inc_list schemata "inf" lemma (transform_entry "inf" lemma neg pred aspect schema) in
let schemata = Entries.add_inc_list schemata "pcon" lemma (transform_entry "pcon" lemma neg pred aspect schema) in
let schemata = Entries.add_inc_list schemata "pant" lemma (transform_entry "pant" lemma neg pred aspect schema) in
let schemata = Entries.add_inc_list schemata "bedzie" lemma (transform_entry "bedzie" lemma neg pred aspect schema) in
let schemata = Entries.add_inc_list schemata "winien" lemma (transform_entry "winien" lemma neg pred aspect schema) in
let schemata = Entries.add_inc_list schemata "pred" lemma (transform_entry "pred" lemma neg pred aspect schema) in
schemata
| _ -> failwith "unknown pos"),
(Entries.flatten_map entries transform_lex_entry)
(* let _ = prepare_all_valence ENIAMwalParser.phrases ENIAMwalParser.schemata ENIAMwalParser.entries *)
(* let prepare_selected_valence schemata entries lexemes =
Entries.fold schemata Entries.empty (fun schemata pos2 lemma (opinion,neg,pred,aspect,schema) ->
Xlist.fold (Entries.find pos2 lemma) schemata (function pos ->
Entries.add_inc_list schemata pos lemma (transform_entry pos lemma neg pred aspect schema))),
Entries.flatten_map entries transform_lex_entry *)
let get_default_valence = function
"verb" -> [Nieokreslony,NegationUndef,PredFalse,AspectUndef,[{empty_position with gf=SUBJ; morfs=[NP(Str);NCP(Str,CompTypeUndef,CompUndef)]};
{empty_position with gf=OBJ; morfs=[NP(Str);NCP(Str,CompTypeUndef,CompUndef)]}];
Nieokreslony,NegationUndef,PredFalse,AspectUndef,[{empty_position with gf=SUBJ; morfs=[NP(Str);NCP(Str,CompTypeUndef,CompUndef)]};
{empty_position with mode=["lemma"]; morfs=[SimpleLexArg("się",QUB)]}];]
| "noun" -> [Nieokreslony,NegationUndef,PredFalse,AspectUndef,[]]
| "adj" -> [Nieokreslony,NegationUndef,PredFalse,AspectUndef,[]]
| "adv" -> [Nieokreslony,NegationUndef,PredFalse,AspectUndef,[]]
| _ -> []
open ENIAMcategoriesPL
let get_aroles schema lemma = function
"pact" -> [Xlist.fold schema ([],"Arg","",true) (fun (sel,arole,arole_attr,arev) p ->
if p.gf = SUBJ then sel,p.role,p.role_attr,arev else sel,arole,arole_attr,arev)]
| "ppas" -> [Xlist.fold schema ([],"Arg","",true) (fun (sel,arole,arole_attr,arev) p ->
if p.gf = OBJ then sel,p.role,p.role_attr,arev else sel,arole,arole_attr,arev)]
| "subst" -> [
[Case,Eq,["dat"]],"Recipent","",false;
[Case,Eq,["inst"]],(if StringSet.mem ENIAMlexSemanticsData.subst_inst_time lemma then "Time" else "Instrument"),"",false;
[Case,Neq,["dat";"inst"]],"","",false]
| "adj" | "adjc" | "adjp" -> (* FIXME czy adjc i adjp mogą być adjunctami? *)
let l = try StringMap.find ENIAMlexSemanticsData.adj_roles lemma with Not_found -> ["Attribute",""] in
Xlist.map l (fun (role,role_attr) -> [],role,role_attr,false)
| "adv" ->
let modes = ENIAMcategoriesPL.adv_mode lemma in
let roles = try StringMap.find ENIAMlexSemanticsData.adv_roles lemma with Not_found -> ["Manner",""] in
Xlist.fold modes [] (fun l -> function
"mod" -> Xlist.fold roles l (fun l (role,role_attr) -> ([Mode,Eq,["mod"]],role,role_attr,false) :: l)
| "abl" -> ([Mode,Eq,["abl"]],"Location","Souce",false) :: l
| "adl" -> ([Mode,Eq,["adl"]],"Location","Goal",false) :: l
| "locat" -> ([Mode,Eq,["locat"]],"Location","",false) :: l
| "perl" -> ([Mode,Eq,["perl"]],"Path","",false) :: l
| "dur" -> ([Mode,Eq,["dur"]],"Duration","",false) :: l
| "temp" -> ([Mode,Eq,["temp"]],"Time","",false) :: l
| "pron" -> ([Mode,Eq,["mod"]],"Manner","",false) :: l
| _ -> failwith "get_aroles")
| "qub" ->
let l = try StringMap.find ENIAMlexSemanticsData.qub_roles lemma with Not_found -> ["Arg",""] in
Xlist.map l (fun (role,role_attr) -> [],role,role_attr,false)
| _ -> [[],"","",false]