1 // -*- C++ -*-
2 /* Copyright (C) 1989, 1990, 1991, 1992, 2001 Free Software Foundation, Inc.
3      Written by James Clark (jjc@jclark.com)
4 
5 This file is part of groff.
6 
7 groff is free software; you can redistribute it and/or modify it under
8 the terms of the GNU General Public License as published by the Free
9 Software Foundation; either version 2, or (at your option) any later
10 version.
11 
12 groff is distributed in the hope that it will be useful, but WITHOUT ANY
13 WARRANTY; without even the implied warranty of MERCHANTABILITY or
14 FITNESS FOR A PARTICULAR PURPOSE.  See the GNU General Public License
15 for more details.
16 
17 You should have received a copy of the GNU General Public License along
18 with groff; see the file COPYING.  If not, write to the Free Software
19 Foundation, 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA. */
20 
21 
22 #include "troff.h"
23 #include "symbol.h"
24 #include "dictionary.h"
25 
26 // is `p' a good size for a hash table
27 
is_good_size(unsigned int p)28 static int is_good_size(unsigned int p)
29 {
30   const unsigned int SMALL = 10;
31   unsigned int i;
32   for (i = 2; i <= p/2; i++)
33     if (p % i == 0)
34       return 0;
35   for (i = 0x100; i != 0; i <<= 8)
36     if (i % p <= SMALL || i % p > p - SMALL)
37       return 0;
38   return 1;
39 }
40 
dictionary(int n)41 dictionary::dictionary(int n) : size(n), used(0), threshold(0.5), factor(1.5)
42 {
43   table = new association[n];
44 }
45 
46 // see Knuth, Sorting and Searching, p518, Algorithm L
47 // we can't use double-hashing because we want a remove function
48 
lookup(symbol s,void * v)49 void *dictionary::lookup(symbol s, void *v)
50 {
51   int i;
52   for (i = int(s.hash() % size);
53        table[i].v != 0;
54        i == 0 ? i = size - 1: --i)
55     if (s == table[i].s) {
56       if (v != 0) {
57 	void *temp = table[i].v;
58 	table[i].v = v;
59 	return temp;
60       }
61       else
62 	return table[i].v;
63     }
64   if (v == 0)
65     return 0;
66   ++used;
67   table[i].v = v;
68   table[i].s = s;
69   if ((double)used/(double)size >= threshold || used + 1 >= size) {
70     int old_size = size;
71     size = int(size*factor);
72     while (!is_good_size(size))
73       ++size;
74     association *old_table = table;
75     table = new association[size];
76     used = 0;
77     for (i = 0; i < old_size; i++)
78       if (old_table[i].v != 0)
79 	(void)lookup(old_table[i].s, old_table[i].v);
80     a_delete old_table;
81   }
82   return 0;
83 }
84 
lookup(const char * p)85 void *dictionary::lookup(const char *p)
86 {
87   symbol s(p, MUST_ALREADY_EXIST);
88   if (s.is_null())
89     return 0;
90   else
91     return lookup(s);
92 }
93 
94 // see Knuth, Sorting and Searching, p527, Algorithm R
95 
remove(symbol s)96 void *dictionary::remove(symbol s)
97 {
98   // this relies on the fact that we are using linear probing
99   int i;
100   for (i = int(s.hash() % size);
101        table[i].v != 0 && s != table[i].s;
102        i == 0 ? i = size - 1: --i)
103     ;
104   void *p = table[i].v;
105   while (table[i].v != 0) {
106     table[i].v = 0;
107     int j = i;
108     int r;
109     do {
110       --i;
111       if (i < 0)
112 	i = size - 1;
113       if (table[i].v == 0)
114 	break;
115       r = int(table[i].s.hash() % size);
116     } while ((i <= r && r < j) || (r < j && j < i) || (j < i && i <= r));
117     table[j] = table[i];
118   }
119   if (p != 0)
120     --used;
121   return p;
122 }
123 
dictionary_iterator(dictionary & d)124 dictionary_iterator::dictionary_iterator(dictionary &d) : dict(&d), i(0)
125 {
126 }
127 
get(symbol * sp,void ** vp)128 int dictionary_iterator::get(symbol *sp, void **vp)
129 {
130   for (; i < dict->size; i++)
131     if (dict->table[i].v) {
132       *sp = dict->table[i].s;
133       *vp = dict->table[i].v;
134       i++;
135       return 1;
136     }
137   return 0;
138 }
139 
object_dictionary_iterator(object_dictionary & od)140 object_dictionary_iterator::object_dictionary_iterator(object_dictionary &od)
141 : di(od.d)
142 {
143 }
144 
object()145 object::object() : rcount(0)
146 {
147 }
148 
~object()149 object::~object()
150 {
151 }
152 
add_reference()153 void object::add_reference()
154 {
155   rcount += 1;
156 }
157 
remove_reference()158 void object::remove_reference()
159 {
160   if (--rcount == 0)
161     delete this;
162 }
163 
object_dictionary(int n)164 object_dictionary::object_dictionary(int n) : d(n)
165 {
166 }
167 
lookup(symbol nm)168 object *object_dictionary::lookup(symbol nm)
169 {
170   return (object *)d.lookup(nm);
171 }
172 
define(symbol nm,object * obj)173 void object_dictionary::define(symbol nm, object *obj)
174 {
175   obj->add_reference();
176   obj = (object *)d.lookup(nm, obj);
177   if (obj)
178     obj->remove_reference();
179 }
180 
rename(symbol oldnm,symbol newnm)181 void object_dictionary::rename(symbol oldnm, symbol newnm)
182 {
183   object *obj = (object *)d.remove(oldnm);
184   if (obj) {
185     obj = (object *)d.lookup(newnm, obj);
186     if (obj)
187       obj->remove_reference();
188   }
189 }
190 
remove(symbol nm)191 void object_dictionary::remove(symbol nm)
192 {
193   object *obj = (object *)d.remove(nm);
194   if (obj)
195     obj->remove_reference();
196 }
197 
198 // Return non-zero if oldnm was defined.
199 
alias(symbol newnm,symbol oldnm)200 int object_dictionary::alias(symbol newnm, symbol oldnm)
201 {
202   object *obj = (object *)d.lookup(oldnm);
203   if (obj) {
204     obj->add_reference();
205     obj = (object *)d.lookup(newnm, obj);
206     if (obj)
207       obj->remove_reference();
208     return 1;
209   }
210   return 0;
211 }
212 
213