Generic interface.
[u/mdw/catacomb] / mpint.h
1 /* -*-c-*-
2 *
3 * $Id: mpint.h,v 1.1 1999/11/25 11:38:31 mdw Exp $
4 *
5 * Conversion between MPs and standard C integers
6 *
7 * (c) 1999 Straylight/Edgeware
8 */
9
10 /*----- Licensing notice --------------------------------------------------*
11 *
12 * This file is part of Catacomb.
13 *
14 * Catacomb is free software; you can redistribute it and/or modify
15 * it under the terms of the GNU Library General Public License as
16 * published by the Free Software Foundation; either version 2 of the
17 * License, or (at your option) any later version.
18 *
19 * Catacomb is distributed in the hope that it will be useful,
20 * but WITHOUT ANY WARRANTY; without even the implied warranty of
21 * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
22 * GNU Library General Public License for more details.
23 *
24 * You should have received a copy of the GNU Library General Public
25 * License along with Catacomb; if not, write to the Free
26 * Software Foundation, Inc., 59 Temple Place - Suite 330, Boston,
27 * MA 02111-1307, USA.
28 */
29
30 /*----- Revision history --------------------------------------------------*
31 *
32 * $Log: mpint.h,v $
33 * Revision 1.1 1999/11/25 11:38:31 mdw
34 * Support for conversions between MPs and C integers.
35 *
36 */
37
38 #ifndef MPINT_H
39 #define MPINT_H
40
41 #ifdef __cplusplus
42 extern "C" {
43 #endif
44
45 /*----- Header files ------------------------------------------------------*/
46
47 #include <limits.h>
48
49 #ifndef MP_H
50 # include "mp.h"
51 #endif
52
53 /*----- Generic translation macros ----------------------------------------*/
54
55 /* --- @MP_FROMINT@ --- *
56 *
57 * Arguments: @d@ = destination multiprecision integer
58 * @type@ = type of integer which @i@ is
59 * @i@ = a standard C integer
60 *
61 * Use: Stores the value of @i@ in @d@. This macro is actually
62 * rather subtle in places. Be careful what you change.
63 */
64
65 #define MP_FROMINT(d, type, i) do { \
66 type _i = (i); \
67 size_t _o = 0; \
68 mp *_d = (d); \
69 size_t _sz = 4; \
70 \
71 MP_MODIFY(_d, _sz); \
72 _d->f &= ~(MP_NEG | MP_UNDEF); \
73 \
74 /* --- Set the sign on the MP --- * \
75 * \
76 * If the input integer is *not* negative, then negate it. This \
77 * fixes a problem with two's complement machines where the most \
78 * negative value actually has larger magnitude than the most \
79 * positive, and hence -TYPE_MIN == TYPE_MIN but TYPE_MIN != 0. If \
80 * all the work is carried out on negative numbers there isn't a \
81 * problem. \
82 */ \
83 \
84 if (_i >= 0) \
85 _i = -_i; \
86 else \
87 _d->f |= MP_NEG; \
88 \
89 while (_i) { \
90 if (_o == _sz) { \
91 _sz <<= 1; \
92 MP_ENSURE(_d, _sz); \
93 } \
94 _d->v[_o++] = MPW(-_i); \
95 \
96 /* --- More subtlety --- * \
97 * \
98 * Ideally, I'd like to just shift @i@ right by @MPW_BITS@. But I \
99 * can't, because that might be more than I'm allowed. I can't \
100 * divide by @MPW_MAX + 1@ because that might turn out to be zero \
101 * in my current type, and besides which it's unsigned which messes \
102 * up all of my negative arithmetic. So do an explicit test here. \
103 */ \
104 \
105 if (_i > -MPW_MAX) \
106 break; \
107 else \
108 _i /= (type)MPW_MAX + 1; \
109 } \
110 _d->vl = _d->v + _o; \
111 (d) = _d; \
112 } while (0)
113
114 /* --- @MP_TOINT@ --- *
115 *
116 * Arguments: @m@ = a multiprecision integer
117 * @type@ = the type of @i@
118 * @max@ = the largest value @i@ can represent
119 * @i@ = an integer variable
120 *
121 * Use: Stores the value of a multiprecision integer in a standard C
122 * integer. If the value won't fit, the behaviour is determined
123 * by the type of @i@: if @i@ is unsigned, the value of the
124 * multiprecision integer modulo @max + 1@ is stored; if @i@ is
125 * signed, the behaviour is undefined.
126 *
127 * If you don't want to be bitten by these sorts of things, keep
128 * copies of @INT_MAX@ or whatever is appropriate in
129 * multiprecision form and compare before conversion.
130 */
131
132 #define MP_TOINT(m, type, max, i) do { \
133 type _i = 0; \
134 type _max = (max); \
135 unsigned _s = 0; \
136 const mp *_m = (m); \
137 const mpw *_v = _m->v, *_vl = _m->vl; \
138 \
139 /* --- Do all the arithmetic in negative numbers --- */ \
140 \
141 while (_v < _vl && _max > 0) { \
142 _i -= *_v << _s; \
143 _s += MPW_BITS; \
144 _v++; \
145 _max /= (mpd)MPW_MAX + 1; \
146 } \
147 if (!(_m->f & MP_NEG)) \
148 _i = -_i; \
149 (i) = _i; \
150 } while (0)
151
152 /*----- Functions provided ------------------------------------------------*/
153
154 /* --- @mp_fromINT@ --- *
155 *
156 * Arguments: @mp *d@ = pointer to destination multiprecision integer
157 * @INT i@ = standard C integer to convert
158 *
159 * Returns: The resulting multiprecision integer.
160 *
161 * Use: Converts a standard C integer to a multiprecision integer.
162 */
163
164 #define mp_fromINT(name, type) \
165 extern mp *mp_from##name(mp */*d*/, type /*i*/)
166
167 mp_fromINT(short, short);
168 mp_fromINT(ushort, unsigned short);
169 mp_fromINT(int, int);
170 mp_fromINT(uint, unsigned);
171 mp_fromINT(long, long);
172 mp_fromINT(ulong, unsigned long);
173
174 #undef mp_fromINT
175
176 /* --- @mp_toINT@ --- *
177 *
178 * Arguments: @const mp *m@ = pointer to a multiprecision integer
179 *
180 * Returns: The value of the integer @m@ as a C integer.
181 *
182 * Use: Converts a multiprecision integer to a standard C integer.
183 * If the value of the multiprecision integer cannot be
184 * represented in the return type, and the return type is
185 * unsigned, it is reduced modulo @TYPE_MAX + 1@; if the return
186 * type is signed, the behaviour is undefined.
187 */
188
189 #define mp_toINT(name, type) \
190 extern type mp_to##name(const mp */*m*/);
191
192 mp_toINT(short, short);
193 mp_toINT(ushort, unsigned short);
194 mp_toINT(int, int);
195 mp_toINT(uint, unsigned);
196 mp_toINT(long, long);
197 mp_toINT(ulong, unsigned long);
198
199 #undef mp_toINT
200
201 /*----- That's all, folks -------------------------------------------------*/
202
203 #ifdef __cplusplus
204 }
205 #endif
206
207 #endif