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1------------------------------------------------------------------------------
2-- --
3-- GNAT COMPILER COMPONENTS --
4-- --
5-- E L I S T S --
6-- --
7-- B o d y --
8-- --
15ce9ca2 9-- Copyright (C) 1992-2004 Free Software Foundation, Inc. --
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10-- --
11-- GNAT is free software; you can redistribute it and/or modify it under --
12-- terms of the GNU General Public License as published by the Free Soft- --
13-- ware Foundation; either version 2, or (at your option) any later ver- --
14-- sion. GNAT is distributed in the hope that it will be useful, but WITH- --
15-- OUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY --
16-- or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License --
17-- for more details. You should have received a copy of the GNU General --
18-- Public License distributed with GNAT; see file COPYING. If not, write --
19-- to the Free Software Foundation, 59 Temple Place - Suite 330, Boston, --
20-- MA 02111-1307, USA. --
21-- --
22-- As a special exception, if other files instantiate generics from this --
23-- unit, or you link this unit with other files to produce an executable, --
24-- this unit does not by itself cause the resulting executable to be --
25-- covered by the GNU General Public License. This exception does not --
26-- however invalidate any other reasons why the executable file might be --
27-- covered by the GNU Public License. --
28-- --
29-- GNAT was originally developed by the GNAT team at New York University. --
71ff80dc 30-- Extensive contributions were provided by Ada Core Technologies Inc. --
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31-- --
32------------------------------------------------------------------------------
33
34-- WARNING: There is a C version of this package. Any changes to this
35-- source file must be properly reflected in the C header a-elists.h.
36
37with Alloc;
38with Debug; use Debug;
39with Output; use Output;
40with Table;
41
42package body Elists is
43
44 -------------------------------------
45 -- Implementation of Element Lists --
46 -------------------------------------
47
48 -- Element lists are composed of three types of entities. The element
49 -- list header, which references the first and last elements of the
50 -- list, the elements themselves which are singly linked and also
51 -- reference the nodes on the list, and finally the nodes themselves.
52 -- The following diagram shows how an element list is represented:
53
54 -- +----------------------------------------------------+
55 -- | +------------------------------------------+ |
56 -- | | | |
57 -- V | V |
58 -- +-----|--+ +-------+ +-------+ +-------+ |
59 -- | Elmt | | 1st | | 2nd | | Last | |
60 -- | List |--->| Elmt |--->| Elmt ---...-->| Elmt ---+
61 -- | Header | | | | | | | | | |
62 -- +--------+ +---|---+ +---|---+ +---|---+
63 -- | | |
64 -- V V V
65 -- +-------+ +-------+ +-------+
66 -- | | | | | |
67 -- | Node1 | | Node2 | | Node3 |
68 -- | | | | | |
69 -- +-------+ +-------+ +-------+
70
71 -- The list header is an entry in the Elists table. The values used for
72 -- the type Elist_Id are subscripts into this table. The First_Elmt field
73 -- (Lfield1) points to the first element on the list, or to No_Elmt in the
74 -- case of an empty list. Similarly the Last_Elmt field (Lfield2) points to
75 -- the last element on the list or to No_Elmt in the case of an empty list.
76
77 -- The elements themselves are entries in the Elmts table. The Next field
78 -- of each entry points to the next element, or to the Elist header if this
79 -- is the last item in the list. The Node field points to the node which
80 -- is referenced by the corresponding list entry.
81
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82 -------------------------
83 -- Element List Tables --
84 -------------------------
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85
86 type Elist_Header is record
87 First : Elmt_Id;
88 Last : Elmt_Id;
89 end record;
90
91 package Elists is new Table.Table (
92 Table_Component_Type => Elist_Header,
93 Table_Index_Type => Elist_Id,
94 Table_Low_Bound => First_Elist_Id,
95 Table_Initial => Alloc.Elists_Initial,
96 Table_Increment => Alloc.Elists_Increment,
97 Table_Name => "Elists");
98
99 type Elmt_Item is record
100 Node : Node_Id;
101 Next : Union_Id;
102 end record;
103
104 package Elmts is new Table.Table (
105 Table_Component_Type => Elmt_Item,
106 Table_Index_Type => Elmt_Id,
107 Table_Low_Bound => First_Elmt_Id,
108 Table_Initial => Alloc.Elmts_Initial,
109 Table_Increment => Alloc.Elmts_Increment,
110 Table_Name => "Elmts");
111
112 -----------------
113 -- Append_Elmt --
114 -----------------
115
116 procedure Append_Elmt (Node : Node_Id; To : Elist_Id) is
117 L : constant Elmt_Id := Elists.Table (To).Last;
118
119 begin
120 Elmts.Increment_Last;
121 Elmts.Table (Elmts.Last).Node := Node;
122 Elmts.Table (Elmts.Last).Next := Union_Id (To);
123
124 if L = No_Elmt then
125 Elists.Table (To).First := Elmts.Last;
126 else
127 Elmts.Table (L).Next := Union_Id (Elmts.Last);
128 end if;
129
130 Elists.Table (To).Last := Elmts.Last;
131
132 if Debug_Flag_N then
133 Write_Str ("Append new element Elmt_Id = ");
134 Write_Int (Int (Elmts.Last));
135 Write_Str (" to list Elist_Id = ");
136 Write_Int (Int (To));
137 Write_Str (" referencing Node_Id = ");
138 Write_Int (Int (Node));
139 Write_Eol;
140 end if;
141 end Append_Elmt;
142
143 --------------------
144 -- Elists_Address --
145 --------------------
146
147 function Elists_Address return System.Address is
148 begin
149 return Elists.Table (First_Elist_Id)'Address;
150 end Elists_Address;
151
152 -------------------
153 -- Elmts_Address --
154 -------------------
155
156 function Elmts_Address return System.Address is
157 begin
158 return Elmts.Table (First_Elmt_Id)'Address;
159 end Elmts_Address;
160
161 ----------------
162 -- First_Elmt --
163 ----------------
164
165 function First_Elmt (List : Elist_Id) return Elmt_Id is
166 begin
167 pragma Assert (List > Elist_Low_Bound);
168 return Elists.Table (List).First;
169 end First_Elmt;
170
171 ----------------
172 -- Initialize --
173 ----------------
174
175 procedure Initialize is
176 begin
177 Elists.Init;
178 Elmts.Init;
179 end Initialize;
180
181 -----------------------
182 -- Insert_Elmt_After --
183 -----------------------
184
185 procedure Insert_Elmt_After (Node : Node_Id; Elmt : Elmt_Id) is
186 N : constant Union_Id := Elmts.Table (Elmt).Next;
187
188 begin
189
190 pragma Assert (Elmt /= No_Elmt);
191
192 Elmts.Increment_Last;
193 Elmts.Table (Elmts.Last).Node := Node;
194 Elmts.Table (Elmts.Last).Next := N;
195
196 Elmts.Table (Elmt).Next := Union_Id (Elmts.Last);
197
198 if N in Elist_Range then
199 Elists.Table (Elist_Id (N)).Last := Elmts.Last;
200 end if;
201 end Insert_Elmt_After;
202
203 ------------------------
204 -- Is_Empty_Elmt_List --
205 ------------------------
206
207 function Is_Empty_Elmt_List (List : Elist_Id) return Boolean is
208 begin
209 return Elists.Table (List).First = No_Elmt;
210 end Is_Empty_Elmt_List;
211
212 -------------------
213 -- Last_Elist_Id --
214 -------------------
215
216 function Last_Elist_Id return Elist_Id is
217 begin
218 return Elists.Last;
219 end Last_Elist_Id;
220
221 ---------------
222 -- Last_Elmt --
223 ---------------
224
225 function Last_Elmt (List : Elist_Id) return Elmt_Id is
226 begin
227 return Elists.Table (List).Last;
228 end Last_Elmt;
229
230 ------------------
231 -- Last_Elmt_Id --
232 ------------------
233
234 function Last_Elmt_Id return Elmt_Id is
235 begin
236 return Elmts.Last;
237 end Last_Elmt_Id;
238
239 ----------
240 -- Lock --
241 ----------
242
243 procedure Lock is
244 begin
245 Elists.Locked := True;
246 Elmts.Locked := True;
247 Elists.Release;
248 Elmts.Release;
249 end Lock;
250
251 -------------------
252 -- New_Elmt_List --
253 -------------------
254
255 function New_Elmt_List return Elist_Id is
256 begin
257 Elists.Increment_Last;
258 Elists.Table (Elists.Last).First := No_Elmt;
259 Elists.Table (Elists.Last).Last := No_Elmt;
260
261 if Debug_Flag_N then
262 Write_Str ("Allocate new element list, returned ID = ");
263 Write_Int (Int (Elists.Last));
264 Write_Eol;
265 end if;
266
267 return Elists.Last;
268 end New_Elmt_List;
269
270 ---------------
271 -- Next_Elmt --
272 ---------------
273
274 function Next_Elmt (Elmt : Elmt_Id) return Elmt_Id is
275 N : constant Union_Id := Elmts.Table (Elmt).Next;
276
277 begin
278 if N in Elist_Range then
279 return No_Elmt;
280 else
281 return Elmt_Id (N);
282 end if;
283 end Next_Elmt;
284
285 procedure Next_Elmt (Elmt : in out Elmt_Id) is
286 begin
287 Elmt := Next_Elmt (Elmt);
288 end Next_Elmt;
289
290 --------
291 -- No --
292 --------
293
294 function No (List : Elist_Id) return Boolean is
295 begin
296 return List = No_Elist;
297 end No;
298
299 function No (Elmt : Elmt_Id) return Boolean is
300 begin
301 return Elmt = No_Elmt;
302 end No;
303
304 -----------
305 -- Node --
306 -----------
307
308 function Node (Elmt : Elmt_Id) return Node_Id is
309 begin
310 if Elmt = No_Elmt then
311 return Empty;
312 else
313 return Elmts.Table (Elmt).Node;
314 end if;
315 end Node;
316
317 ----------------
318 -- Num_Elists --
319 ----------------
320
321 function Num_Elists return Nat is
322 begin
323 return Int (Elmts.Last) - Int (Elmts.First) + 1;
324 end Num_Elists;
325
326 ------------------
327 -- Prepend_Elmt --
328 ------------------
329
330 procedure Prepend_Elmt (Node : Node_Id; To : Elist_Id) is
331 F : constant Elmt_Id := Elists.Table (To).First;
332
333 begin
334 Elmts.Increment_Last;
335 Elmts.Table (Elmts.Last).Node := Node;
336
337 if F = No_Elmt then
338 Elists.Table (To).Last := Elmts.Last;
339 Elmts.Table (Elmts.Last).Next := Union_Id (To);
340 else
341 Elmts.Table (Elmts.Last).Next := Union_Id (F);
342 end if;
343
344 Elists.Table (To).First := Elmts.Last;
345
346 end Prepend_Elmt;
347
348 -------------
349 -- Present --
350 -------------
351
352 function Present (List : Elist_Id) return Boolean is
353 begin
354 return List /= No_Elist;
355 end Present;
356
357 function Present (Elmt : Elmt_Id) return Boolean is
358 begin
359 return Elmt /= No_Elmt;
360 end Present;
361
362 -----------------
363 -- Remove_Elmt --
364 -----------------
365
366 procedure Remove_Elmt (List : Elist_Id; Elmt : Elmt_Id) is
367 Nxt : Elmt_Id;
368 Prv : Elmt_Id;
369
370 begin
371 Nxt := Elists.Table (List).First;
372
373 -- Case of removing only element in the list
374
375 if Elmts.Table (Nxt).Next in Elist_Range then
376
377 pragma Assert (Nxt = Elmt);
378
379 Elists.Table (List).First := No_Elmt;
380 Elists.Table (List).Last := No_Elmt;
381
382 -- Case of removing the first element in the list
383
384 elsif Nxt = Elmt then
385 Elists.Table (List).First := Elmt_Id (Elmts.Table (Nxt).Next);
386
387 -- Case of removing second or later element in the list
388
389 else
390 loop
391 Prv := Nxt;
392 Nxt := Elmt_Id (Elmts.Table (Prv).Next);
393 exit when Nxt = Elmt
394 or else Elmts.Table (Nxt).Next in Elist_Range;
395 end loop;
396
397 pragma Assert (Nxt = Elmt);
398
399 Elmts.Table (Prv).Next := Elmts.Table (Nxt).Next;
400
401 if Elmts.Table (Prv).Next in Elist_Range then
402 Elists.Table (List).Last := Prv;
403 end if;
404 end if;
405 end Remove_Elmt;
406
407 ----------------------
408 -- Remove_Last_Elmt --
409 ----------------------
410
411 procedure Remove_Last_Elmt (List : Elist_Id) is
412 Nxt : Elmt_Id;
413 Prv : Elmt_Id;
414
415 begin
416 Nxt := Elists.Table (List).First;
417
418 -- Case of removing only element in the list
419
420 if Elmts.Table (Nxt).Next in Elist_Range then
421 Elists.Table (List).First := No_Elmt;
422 Elists.Table (List).Last := No_Elmt;
423
424 -- Case of at least two elements in list
425
426 else
427 loop
428 Prv := Nxt;
429 Nxt := Elmt_Id (Elmts.Table (Prv).Next);
430 exit when Elmts.Table (Nxt).Next in Elist_Range;
431 end loop;
432
433 Elmts.Table (Prv).Next := Elmts.Table (Nxt).Next;
434 Elists.Table (List).Last := Prv;
435 end if;
436 end Remove_Last_Elmt;
437
438 ------------------
439 -- Replace_Elmt --
440 ------------------
441
442 procedure Replace_Elmt (Elmt : Elmt_Id; New_Node : Node_Id) is
443 begin
444 Elmts.Table (Elmt).Node := New_Node;
445 end Replace_Elmt;
446
447 ---------------
448 -- Tree_Read --
449 ---------------
450
451 procedure Tree_Read is
452 begin
453 Elists.Tree_Read;
454 Elmts.Tree_Read;
455 end Tree_Read;
456
457 ----------------
458 -- Tree_Write --
459 ----------------
460
461 procedure Tree_Write is
462 begin
463 Elists.Tree_Write;
464 Elmts.Tree_Write;
465 end Tree_Write;
466
467end Elists;