toplev.c (wrapup_global_declarations): Fix final pass in unit-at-atime mode.
[official-gcc.git] / gcc / hashtable.c
blob58f19d055fc21c402146d581b584dcdfd639a47f
1 /* Hash tables.
2 Copyright (C) 2000, 2001, 2003 Free Software Foundation, Inc.
4 This program is free software; you can redistribute it and/or modify it
5 under the terms of the GNU General Public License as published by the
6 Free Software Foundation; either version 2, or (at your option) any
7 later version.
9 This program is distributed in the hope that it will be useful,
10 but WITHOUT ANY WARRANTY; without even the implied warranty of
11 MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
12 GNU General Public License for more details.
14 You should have received a copy of the GNU General Public License
15 along with this program; if not, write to the Free Software
16 Foundation, 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.
18 In other words, you are welcome to use, share and improve this program.
19 You are forbidden to forbid anyone else to use, share and improve
20 what you give them. Help stamp out software-hoarding! */
22 #include "config.h"
23 #include "system.h"
24 #include "hashtable.h"
26 /* The code below is a specialization of Vladimir Makarov's expandable
27 hash tables (see libiberty/hashtab.c). The abstraction penalty was
28 too high to continue using the generic form. This code knows
29 intrinsically how to calculate a hash value, and how to compare an
30 existing entry with a potential new one. Also, the ability to
31 delete members from the table has been removed. */
33 static unsigned int calc_hash (const unsigned char *, size_t);
34 static void ht_expand (hash_table *);
35 static double approx_sqrt (double);
37 /* Calculate the hash of the string STR of length LEN. */
39 static unsigned int
40 calc_hash (const unsigned char *str, size_t len)
42 size_t n = len;
43 unsigned int r = 0;
44 #define HASHSTEP(r, c) ((r) * 67 + ((c) - 113));
46 while (n--)
47 r = HASHSTEP (r, *str++);
49 return r + len;
50 #undef HASHSTEP
53 /* Initialize an identifier hashtable. */
55 hash_table *
56 ht_create (unsigned int order)
58 unsigned int nslots = 1 << order;
59 hash_table *table;
61 table = xcalloc (1, sizeof (hash_table));
63 /* Strings need no alignment. */
64 _obstack_begin (&table->stack, 0, 0,
65 (void *(*) (long)) xmalloc,
66 (void (*) (void *)) free);
68 obstack_alignment_mask (&table->stack) = 0;
70 table->entries = xcalloc (nslots, sizeof (hashnode));
71 table->nslots = nslots;
72 return table;
75 /* Frees all memory associated with a hash table. */
77 void
78 ht_destroy (hash_table *table)
80 obstack_free (&table->stack, NULL);
81 free (table->entries);
82 free (table);
85 /* Returns the hash entry for the a STR of length LEN. If that string
86 already exists in the table, returns the existing entry, and, if
87 INSERT is CPP_ALLOCED, frees the last obstack object. If the
88 identifier hasn't been seen before, and INSERT is CPP_NO_INSERT,
89 returns NULL. Otherwise insert and returns a new entry. A new
90 string is alloced if INSERT is CPP_ALLOC, otherwise INSERT is
91 CPP_ALLOCED and the item is assumed to be at the top of the
92 obstack. */
93 hashnode
94 ht_lookup (hash_table *table, const unsigned char *str, size_t len,
95 enum ht_lookup_option insert)
97 unsigned int hash = calc_hash (str, len);
98 unsigned int hash2;
99 unsigned int index;
100 size_t sizemask;
101 hashnode node;
103 sizemask = table->nslots - 1;
104 index = hash & sizemask;
105 table->searches++;
107 node = table->entries[index];
109 if (node != NULL)
111 if (node->hash_value == hash
112 && HT_LEN (node) == (unsigned int) len
113 && !memcmp (HT_STR (node), str, len))
115 if (insert == HT_ALLOCED)
116 /* The string we search for was placed at the end of the
117 obstack. Release it. */
118 obstack_free (&table->stack, (void *) str);
119 return node;
122 /* hash2 must be odd, so we're guaranteed to visit every possible
123 location in the table during rehashing. */
124 hash2 = ((hash * 17) & sizemask) | 1;
126 for (;;)
128 table->collisions++;
129 index = (index + hash2) & sizemask;
130 node = table->entries[index];
131 if (node == NULL)
132 break;
134 if (node->hash_value == hash
135 && HT_LEN (node) == (unsigned int) len
136 && !memcmp (HT_STR (node), str, len))
138 if (insert == HT_ALLOCED)
139 /* The string we search for was placed at the end of the
140 obstack. Release it. */
141 obstack_free (&table->stack, (void *) str);
142 return node;
147 if (insert == HT_NO_INSERT)
148 return NULL;
150 node = (*table->alloc_node) (table);
151 table->entries[index] = node;
153 HT_LEN (node) = (unsigned int) len;
154 node->hash_value = hash;
155 if (insert == HT_ALLOC)
156 HT_STR (node) = obstack_copy0 (&table->stack, str, len);
157 else
158 HT_STR (node) = str;
160 if (++table->nelements * 4 >= table->nslots * 3)
161 /* Must expand the string table. */
162 ht_expand (table);
164 return node;
167 /* Double the size of a hash table, re-hashing existing entries. */
169 static void
170 ht_expand (hash_table *table)
172 hashnode *nentries, *p, *limit;
173 unsigned int size, sizemask;
175 size = table->nslots * 2;
176 nentries = xcalloc (size, sizeof (hashnode));
177 sizemask = size - 1;
179 p = table->entries;
180 limit = p + table->nslots;
182 if (*p)
184 unsigned int index, hash, hash2;
186 hash = (*p)->hash_value;
187 index = hash & sizemask;
189 if (nentries[index])
191 hash2 = ((hash * 17) & sizemask) | 1;
194 index = (index + hash2) & sizemask;
196 while (nentries[index]);
198 nentries[index] = *p;
200 while (++p < limit);
202 free (table->entries);
203 table->entries = nentries;
204 table->nslots = size;
207 /* For all nodes in TABLE, callback CB with parameters TABLE->PFILE,
208 the node, and V. */
209 void
210 ht_forall (hash_table *table, ht_cb cb, const void *v)
212 hashnode *p, *limit;
214 p = table->entries;
215 limit = p + table->nslots;
217 if (*p)
219 if ((*cb) (table->pfile, *p, v) == 0)
220 break;
222 while (++p < limit);
225 /* Dump allocation statistics to stderr. */
227 void
228 ht_dump_statistics (hash_table *table)
230 size_t nelts, nids, overhead, headers;
231 size_t total_bytes, longest, sum_of_squares;
232 double exp_len, exp_len2, exp2_len;
233 hashnode *p, *limit;
235 #define SCALE(x) ((unsigned long) ((x) < 1024*10 \
236 ? (x) \
237 : ((x) < 1024*1024*10 \
238 ? (x) / 1024 \
239 : (x) / (1024*1024))))
240 #define LABEL(x) ((x) < 1024*10 ? ' ' : ((x) < 1024*1024*10 ? 'k' : 'M'))
242 total_bytes = longest = sum_of_squares = nids = 0;
243 p = table->entries;
244 limit = p + table->nslots;
246 if (*p)
248 size_t n = HT_LEN (*p);
250 total_bytes += n;
251 sum_of_squares += n * n;
252 if (n > longest)
253 longest = n;
254 nids++;
256 while (++p < limit);
258 nelts = table->nelements;
259 overhead = obstack_memory_used (&table->stack) - total_bytes;
260 headers = table->nslots * sizeof (hashnode);
262 fprintf (stderr, "\nString pool\nentries\t\t%lu\n",
263 (unsigned long) nelts);
264 fprintf (stderr, "identifiers\t%lu (%.2f%%)\n",
265 (unsigned long) nids, nids * 100.0 / nelts);
266 fprintf (stderr, "slots\t\t%lu\n",
267 (unsigned long) table->nslots);
268 fprintf (stderr, "bytes\t\t%lu%c (%lu%c overhead)\n",
269 SCALE (total_bytes), LABEL (total_bytes),
270 SCALE (overhead), LABEL (overhead));
271 fprintf (stderr, "table size\t%lu%c\n",
272 SCALE (headers), LABEL (headers));
274 exp_len = (double)total_bytes / (double)nelts;
275 exp2_len = exp_len * exp_len;
276 exp_len2 = (double) sum_of_squares / (double) nelts;
278 fprintf (stderr, "coll/search\t%.4f\n",
279 (double) table->collisions / (double) table->searches);
280 fprintf (stderr, "ins/search\t%.4f\n",
281 (double) nelts / (double) table->searches);
282 fprintf (stderr, "avg. entry\t%.2f bytes (+/- %.2f)\n",
283 exp_len, approx_sqrt (exp_len2 - exp2_len));
284 fprintf (stderr, "longest entry\t%lu\n",
285 (unsigned long) longest);
286 #undef SCALE
287 #undef LABEL
290 /* Return the approximate positive square root of a number N. This is for
291 statistical reports, not code generation. */
292 static double
293 approx_sqrt (double x)
295 double s, d;
297 if (x < 0)
298 abort ();
299 if (x == 0)
300 return 0;
302 s = x;
305 d = (s * s - x) / (2 * s);
306 s -= d;
308 while (d > .0001);
309 return s;