test.ml
11.7 KB
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
33
34
35
36
37
38
39
40
41
42
43
44
45
46
47
48
49
50
51
52
53
54
55
56
57
58
59
60
61
62
63
64
65
66
67
68
69
70
71
72
73
74
75
76
77
78
79
80
81
82
83
84
85
86
87
88
89
90
91
92
93
94
95
96
97
98
99
100
101
102
103
104
105
106
107
108
109
110
111
112
113
114
115
116
117
118
119
120
121
122
123
124
125
126
127
128
129
130
131
132
133
134
135
136
137
138
139
140
141
142
143
144
145
146
147
148
149
150
151
152
153
154
155
156
157
158
159
160
161
162
163
164
165
166
167
168
169
170
171
172
173
174
175
176
177
178
179
(*
* ENIAM_LCGparser, a parser for Logical Categorial Grammar formalism
* Copyright (C) 2016 Wojciech Jaworski <wjaworski atSPAMfree mimuw dot edu dot pl>
* Copyright (C) 2016 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 ENIAM_LCGtypes
open Xstd
type entry =
Basic of grammar_symbol
| Raised of grammar_symbol
let examples = [
(* "kot",[
0, 1, "Ala","Ala","subst", Basic(Tensor[Atom "np"; Atom "nom"]);
1, 2, "ma","mieć","fin", Basic(ImpSet(Tensor[Atom "ip"],[Both,Tensor[Atom "np"; Atom "nom"];Both,Tensor[Atom "np"; Atom "acc"]]));
(* 1, 2, "ma","mieć","fin", Basic(Imp(Imp(Tensor[Atom "ip"],Backward,Tensor[Atom "np"; Atom "nom"]),Forward,Tensor[Atom "np"; Atom "nom"])); *)
2, 3, "kota","kot","subst", Basic(Tensor[Atom "np"; Atom "acc"]);
3, 4, ".",".","interp", Basic(Imp(Tensor[Atom "<root>"],Backward,Tensor[Atom "ip"]));
],4;*)
(* "rudy",[
0, 1, "Ala","Ala","subst", Basic(Tensor[Atom "np"; Atom "nom"]);
1, 2, "ma","mieć","fin", Basic(ImpSet(Tensor[Atom "ip"],[Both,Tensor[Atom "np"; Atom "nom"];Both,Tensor[Atom "np"; Atom "acc"]]));
2, 3, "rudego","rudy","adj", Basic(WithVar("case",With[Atom "gen"; Atom "acc"],"A",Tensor[Atom "adjp"; AVar "case"]));
3, 4, "kota","kot","subst", Basic(WithVar("case",With[Atom "gen"; Atom "acc"],"B",ImpSet(Tensor[Atom "np"; AVar "case"],[Backward,Maybe(Tensor[Atom "adjp"; AVar "case"])])));
(* 3, 4, "kota","kot","subst", Basic(WithVar("case",With[Atom "gen"; Atom "acc"],"B",ImpSet(Tensor[Atom "np"; AVar "case"],[Backward,Tensor[Atom "adjp"; AVar "case"]]))); *)
4, 5, ".",".","interp", Basic(Imp(Tensor[Atom "<root>"],Backward,Tensor[Atom "ip"]));
],5; *)
(* "jaki",[
0, 1, "Jakiego","jaki","adj",Raised(WithVar("case",With[Atom "gen"; Atom "acc"],"A",ImpSet(ImpSet(Tensor[Atom "cp"; Atom "int"; Atom "jaki"],
[Forward,Imp(Tensor[Atom "ip"],Forward,Tensor[Atom "np"; AVar "case"])]),
[Forward,Imp(Tensor[Atom "np"; AVar "case"],Backward,Tensor[Atom "adjp"; AVar "case"])])));
1, 2, "kota","kot","subst", Basic(WithVar("case",With[Atom "gen"; Atom "acc"],"B",ImpSet(Tensor[Atom "np"; AVar "case"],[Backward,Maybe(Tensor[Atom "adjp"; AVar "case"])])));
(* 1, 2, "kota","kot","subst", Basic(WithVar("case",With[Atom "gen"; Atom "acc"],"B",Imp(Tensor[Atom "np"; AVar "case"],Backward,Maybe(Tensor[Atom "adjp"; AVar "case"])))); *)
(* 1, 2, "kota","kot","subst", Basic(WithVar("case",With[Atom "gen"; Atom "acc"],"B",ImpSet(Tensor[Atom "np"; AVar "case"],[Backward,Tensor[Atom "adjp"; AVar "case"]]))); *)
2, 3, "Ala","Ala","subst", Basic(Tensor[Atom "np"; Atom "nom"]);
3, 4, "ma","mieć","fin", Basic(ImpSet(Tensor[Atom "ip"],[Both,Tensor[Atom "np"; Atom "nom"];Both,Tensor[Atom "np"; Atom "acc"]]));
4, 5, "?","?","interp", Basic(Imp(Tensor[Atom "<root>"],Backward,Tensor[Atom "cp";Atom "int";Top]));
],5;
"ocean",[
0, 1, "Wpłynąłem","wpłynąć","praet", Basic(Imp(Tensor[Atom "ip"],Forward,Tensor[Atom "prepnp"; Atom "acc"]));
1, 2, "na","na","prep", Basic(Imp(Tensor[Atom "prepnp";Atom "acc"],Forward,Tensor[Atom "np"; Atom "acc"]));
2, 3, "suchego","suchy","adj", Basic(Tensor[Atom "adjp"; Atom "gen"]);
3, 4, "przestwór","przestwór","subst", Basic(Imp(Tensor[Atom "np"; Atom "acc"],Forward,Tensor[Atom "np"; Atom "gen"]));
4, 5, "oceanu","ocean","subst", Basic(Imp(Tensor[Atom "np"; Atom "gen"],Backward,Plus[One;Tensor[Atom "adjp"; Atom "gen"];Tensor[Atom "x"]]));
5, 6, ".",".","interp", Basic(Imp(Tensor[Atom "<root>"],Backward,Tensor[Atom "ip"]));
],6;
"krowa",[
0, 1, "krowa","krowa","subst", Basic(Tensor[Atom "np"; Atom "nom"]);
],1;
"krowa_koń",[
0, 1, "krowa","krowa","subst", Basic(Tensor[Atom "np"; Atom "nom"]);
1, 2, "koń","koń","subst", Basic(Tensor[Atom "np"; Atom "nom"]);
],2;*)
(* "krokodyl",[
0, 1, "krokodyl","krokodyl","subst", Basic(Imp(Tensor[Atom "np"; Atom "nom"],Forward,Tensor[Atom "np"; Atom "gen"]));
],1; *)
(* "coord",[
0, 1, "Ala","Ala","subst", Basic(Tensor[Atom "np"; Atom "nom"]);
1, 2, "ma","mieć","fin", Basic(ImpSet(Tensor[Atom "ip"],[Both,Tensor[Atom "np"; Atom "nom"];Both,Tensor[Atom "np"; Atom "acc"]]));
2, 3, "rudego","rudy","adj", Basic(WithVar("case",With[Atom "gen"; Atom "acc"],"A",Tensor[Atom "adjp"; AVar "case"]));
3, 4, "słonia","słoń","subst", Basic(WithVar("case",With[Atom "gen"; Atom "acc"],"B",ImpSet(Tensor[Atom "np"; AVar "case"],[Backward,Maybe(Tensor[Atom "adjp"; AVar "case"])])));
(* 3, 4, "kota","kot","subst", Basic(WithVar("case",With[Atom "gen"; Atom "acc"],"B",ImpSet(Tensor[Atom "np"; AVar "case"],[Backward,Tensor[Atom "adjp"; AVar "case"]]))); *)
4, 5, ",",",","conj", Basic(Preconj);
5, 6, "kota","kot","subst", Basic(WithVar("case",With[Atom "gen"; Atom "acc"],"C",ImpSet(Tensor[Atom "np"; AVar "case"],[Backward,Maybe(Tensor[Atom "adjp"; AVar "case"])])));
6, 7, "i","i","conj", Basic(Conj(WithVar("case",With[Atom "gen"; Atom "acc"; Atom "loc"],"D",Imp(Tensor[Atom "np"; AVar "case"],Both,Tensor[Atom "np"; AVar "case"]))));
7, 8, "psa","pies","subst", Basic(WithVar("case",With[Atom "gen"; Atom "acc"],"D",ImpSet(Tensor[Atom "np"; AVar "case"],[Backward,Maybe(Tensor[Atom "adjp"; AVar "case"])])));
(* 3, 4, "psa","pies","subst", Basic(WithVar("case",With[Atom "gen"; Atom "acc"],"C",ImpSet(Tensor[Atom "np"; AVar "case"],[Backward,Tensor[Atom "adjp"; AVar "case"]]))); *)
8, 9, ".",".","interp", Basic(Imp(Tensor[Atom "<root>"],Backward,Tensor[Atom "ip"]));
],9; *)
"unlike_coord",[
0, 1, "Al","Al","subst", Basic(Tensor[Atom "np"; Atom "nom"]);
1, 2, "jest","być","fin", Basic(ImpSet(Tensor[Atom "ip"],[Both,Tensor[Atom "np"; Atom "nom"];Both,Tensor[Atom "np"; Atom "inst"]]));
2, 3, "młody","młody","adj", Basic(WithVar("case",With[Atom "nom"; Atom "voc"],"A",Tensor[Atom "adjp"; AVar "case"]));
3, 4, "i","i","conj", Basic(Conj(Imp(Tensor[Atom "np"; Atom "inst"],Both,Plus[Tensor[Atom "np"; Atom "inst"];Tensor[Atom "adjp"; Atom "nom"]])));
(* 3, 4, "kota","kot","subst", Basic(WithVar("case",With[Atom "gen"; Atom "acc"],"B",ImpSet(Tensor[Atom "np"; AVar "case"],[Backward,Tensor[Atom "adjp"; AVar "case"]]))); *)
4, 5, "republikaniniem","republikanin","subst", Basic(WithVar("case",With[Atom "inst"],"C",ImpSet(Tensor[Atom "np"; AVar "case"],[Backward,Maybe(Tensor[Atom "adjp"; AVar "case"])])));
5, 6, ".",".","interp", Basic(Imp(Tensor[Atom "<root>"],Backward,Tensor[Atom "ip"]));
],6;
]
let create_chart tokens last =
ENIAM_LCGrenderer.reset_variable_numbers ();
let chart = ENIAM_LCGchart.make last in
let chart = Xlist.fold tokens chart (fun chart (lnode,rnode,orth,lemma,pos,entry) ->
ENIAM_LCGrenderer.reset_variable_names ();
ENIAM_LCGrenderer.add_variable_numbers ();
let syntax,semantics = match entry with
Basic syntax ->
let node = {ENIAM_LCGrenderer.empty_node with
orth=orth; lemma=lemma; pos=pos;
symbol=ENIAM_LCGrenderer.make_symbol syntax} in
let semantics = ENIAM_LCGrenderer.make_term node syntax in
ENIAM_LCGrenderer.simplify (syntax,semantics)
| Raised syntax ->
let node = {ENIAM_LCGrenderer.empty_node with
orth=orth; lemma=lemma; pos=pos;
symbol=ENIAM_LCGrenderer.make_raised_symbol syntax} in
let outer_node = {ENIAM_LCGrenderer.empty_node with
orth=""; lemma=lemma; pos="";
symbol=ENIAM_LCGrenderer.make_symbol syntax} in
let semantics = ENIAM_LCGrenderer.make_raised_term node outer_node syntax in
ENIAM_LCGrenderer.simplify (syntax,semantics) in
let lf = if lnode = 0 then true else false in
let rf = if rnode = last then true else false in
ENIAM_LCGchart.add chart lnode rnode (Bracket(lf,rf,syntax),semantics) 0) in
chart
let create_text_fragments tokens last =
let text_fragments = Array.make last IntMap.empty in
Xlist.iter tokens (fun (lnode,rnode,orth,lemma,pos,entry) ->
text_fragments.(lnode) <- IntMap.add text_fragments.(lnode) rnode orth);
Int.iter_down 0 (last - 1) (fun i ->
let map = IntMap.fold text_fragments.(i) text_fragments.(i) (fun map j orth ->
if j = last then map else
IntMap.fold text_fragments.(j) map (fun map k orth2 ->
IntMap.add map k (orth ^ " " ^ orth2))) in
text_fragments.(i) <- map);
text_fragments
let test_example rules (name,tokens,last) =
ENIAM_LCGreductions.reset_variant_label ();
let chart = create_chart tokens last in
let text_fragments = create_text_fragments tokens last in
ENIAM_LCGlatexOf.print_chart "results/" (name^"1_chart") "a3" text_fragments chart;
let chart,references = ENIAM_LCGchart.lazify chart in
ENIAM_LCGlatexOf.print_chart "results/" (name^"2_chart") "a4" text_fragments chart;
ENIAM_LCGlatexOf.print_references "results/" (name^"2_references") "a4" references;
let chart = ENIAM_LCGchart.parse rules chart references 30. Sys.time in (* uwaga: niejawna zmiana imperatywna w references *)
ENIAM_LCGlatexOf.print_chart "results/" (name^"3_chart") "a4" text_fragments chart;
ENIAM_LCGlatexOf.print_references "results/" (name^"3_references") "a4" references;
let chart = if not (ENIAM_LCGchart.is_parsed chart) then ENIAM_LCGchart.merge chart references else chart in
ENIAM_LCGlatexOf.print_chart "results/" (name^"3b_chart") "a4" text_fragments chart;
ENIAM_LCGlatexOf.print_references "results/" (name^"3b_references") "a4" references;
if ENIAM_LCGchart.is_parsed chart then (
let term = ENIAM_LCGchart.get_parsed_term chart in
Xlatex.latex_file_out "results/" (name^"4_term") "a4" false (fun file ->
Printf.fprintf file "\\[%s\\]\n" (ENIAM_LCGlatexOf.linear_term 0 term));
Xlatex.latex_compile_and_clean "results/" (name^"4_term");
let dependency_tree = ENIAM_LCGreductions.reduce term references in
ENIAM_LCGlatexOf.print_dependency_tree "results/" (name^"4_dependency_tree") "a0" dependency_tree;
if ENIAM_LCGreductions.is_reduced_dependency_tree dependency_tree then (
ENIAM_LCGreductions.assign_labels dependency_tree; (* uwaga: niejawna zmiana imperatywna w dependency_tree *)
ENIAM_LCGlatexOf.print_dependency_tree "results/" (name^"5_dependency_tree") "a4" dependency_tree;
ENIAM_LCGreductions.remove_cuts dependency_tree; (* uwaga: niejawna zmiana imperatywna w dependency_tree *)
ENIAM_LCGlatexOf.print_dependency_tree "results/" (name^"6_dependency_tree") "a4" dependency_tree;
ENIAM_LCGgraphOf.print_dependency_tree "results/" (name^"6_dependency_tree") dependency_tree;
ENIAM_LCGgraphOf.print_simplified_dependency_tree "results/" (name^"6_simple_dependency_tree") dependency_tree;
())
else print_endline "not reduced")
else print_endline "not parsed"
let rules = ENIAM_LCGrules.application_rules @ ENIAM_LCGrules.cross_composition_rules
let _ =
Xlist.iter examples (test_example rules)