qp.c revision 1.1 1 1.1 matt /* $NetBSD: qp.c,v 1.1 2014/08/10 05:47:37 matt Exp $ */
2 1.1 matt
3 1.1 matt /*-
4 1.1 matt * Copyright (c) 2014 The NetBSD Foundation, Inc.
5 1.1 matt * All rights reserved.
6 1.1 matt *
7 1.1 matt * This code is derived from software contributed to The NetBSD Foundation
8 1.1 matt * by Matt Thomas of 3am Software Foundry.
9 1.1 matt *
10 1.1 matt * Redistribution and use in source and binary forms, with or without
11 1.1 matt * modification, are permitted provided that the following conditions
12 1.1 matt * are met:
13 1.1 matt * 1. Redistributions of source code must retain the above copyright
14 1.1 matt * notice, this list of conditions and the following disclaimer.
15 1.1 matt * 2. Redistributions in binary form must reproduce the above copyright
16 1.1 matt * notice, this list of conditions and the following disclaimer in the
17 1.1 matt * documentation and/or other materials provided with the distribution.
18 1.1 matt *
19 1.1 matt * THIS SOFTWARE IS PROVIDED BY THE NETBSD FOUNDATION, INC. AND CONTRIBUTORS
20 1.1 matt * ``AS IS'' AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
21 1.1 matt * TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR
22 1.1 matt * PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE FOUNDATION OR CONTRIBUTORS
23 1.1 matt * BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR
24 1.1 matt * CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF
25 1.1 matt * SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS
26 1.1 matt * INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN
27 1.1 matt * CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)
28 1.1 matt * ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE
29 1.1 matt * POSSIBILITY OF SUCH DAMAGE.
30 1.1 matt */
31 1.1 matt #include <sys/cdefs.h>
32 1.1 matt
33 1.1 matt #include "milieu.h"
34 1.1 matt #include "softfloat.h"
35 1.1 matt
36 1.1 matt /*
37 1.1 matt * This file provides wrappers for the softfloat functions. We can't use
38 1.1 matt * invoke them directly since long double arguments are passed in FP/SIMD
39 1.1 matt * as well as being returned in them while float128 arguments are passed
40 1.1 matt * in normal registers.
41 1.1 matt */
42 1.1 matt
43 1.1 matt long double __addtf3(long double, long double);
44 1.1 matt long double __divtf3(long double, long double);
45 1.1 matt long double __modtf3(long double, long double);
46 1.1 matt long double __multf3(long double, long double);
47 1.1 matt long double __negtf2(long double);
48 1.1 matt long double __subtf3(long double, long double);
49 1.1 matt
50 1.1 matt int __getf2(long double, long double);
51 1.1 matt int __lttf2(long double, long double);
52 1.1 matt int __gttf2(long double, long double);
53 1.1 matt int __letf2(long double, long double);
54 1.1 matt int __eqtf2(long double, long double);
55 1.1 matt int __netf2(long double, long double);
56 1.1 matt int __unordtf2(long double, long double);
57 1.1 matt
58 1.1 matt double __trunctfdf2(long double);
59 1.1 matt float __trunctfsf2(long double);
60 1.1 matt
61 1.1 matt long double __extendsftf2(float);
62 1.1 matt long double __extenddftf2(double);
63 1.1 matt
64 1.1 matt long double __floatsitf(int32_t);
65 1.1 matt long double __floatditf(int64_t);
66 1.1 matt
67 1.1 matt long double __floatunsitf(uint32_t);
68 1.1 matt long double __floatunditf(uint64_t);
69 1.1 matt
70 1.1 matt int32_t __fixtfsi(long double);
71 1.1 matt int64_t __fixtfdi(long double);
72 1.1 matt
73 1.1 matt uint32_t __fixuntfsi(long double);
74 1.1 matt uint64_t __fixuntfdi(long double);
75 1.1 matt
76 1.1 matt #if 0
77 1.1 matt long double __floattitf(int128_t);
78 1.1 matt long double __floatuntitf(uint128_t);
79 1.1 matt int128_t __fixtfti(long double);
80 1.1 matt uint128_t __fixuntfti(long double);
81 1.1 matt #endif
82 1.1 matt
83 1.1 matt union sf_ieee_flt_u {
84 1.1 matt float fltu_f;
85 1.1 matt float32 fltu_f32;
86 1.1 matt };
87 1.1 matt
88 1.1 matt union sf_ieee_dbl_u {
89 1.1 matt double dblu_d;
90 1.1 matt float64 dblu_f64;
91 1.1 matt };
92 1.1 matt
93 1.1 matt union sf_ieee_ldbl_u {
94 1.1 matt long double ldblu_ld;
95 1.1 matt float128 ldblu_f128;
96 1.1 matt };
97 1.1 matt
98 1.1 matt long double
99 1.1 matt __addtf3(long double ld_a, long double ld_b)
100 1.1 matt {
101 1.1 matt const union sf_ieee_ldbl_u a = { .ldblu_ld = ld_a };
102 1.1 matt const union sf_ieee_ldbl_u b = { .ldblu_ld = ld_b };
103 1.1 matt const union sf_ieee_ldbl_u c = {
104 1.1 matt .ldblu_f128 = float128_add(a.ldblu_f128, b.ldblu_f128)
105 1.1 matt };
106 1.1 matt
107 1.1 matt return c.ldblu_ld;
108 1.1 matt }
109 1.1 matt
110 1.1 matt long double
111 1.1 matt __divtf3(long double ld_a, long double ld_b)
112 1.1 matt {
113 1.1 matt const union sf_ieee_ldbl_u a = { .ldblu_ld = ld_a };
114 1.1 matt const union sf_ieee_ldbl_u b = { .ldblu_ld = ld_b };
115 1.1 matt const union sf_ieee_ldbl_u c = {
116 1.1 matt .ldblu_f128 = float128_div(a.ldblu_f128, b.ldblu_f128)
117 1.1 matt };
118 1.1 matt
119 1.1 matt return c.ldblu_ld;
120 1.1 matt }
121 1.1 matt
122 1.1 matt long double
123 1.1 matt __multf3(long double ld_a, long double ld_b)
124 1.1 matt {
125 1.1 matt const union sf_ieee_ldbl_u a = { .ldblu_ld = ld_a };
126 1.1 matt const union sf_ieee_ldbl_u b = { .ldblu_ld = ld_b };
127 1.1 matt const union sf_ieee_ldbl_u c = {
128 1.1 matt .ldblu_f128 = float128_mul(a.ldblu_f128, b.ldblu_f128)
129 1.1 matt };
130 1.1 matt
131 1.1 matt return c.ldblu_ld;
132 1.1 matt }
133 1.1 matt
134 1.1 matt long double
135 1.1 matt __negtf2(long double ld_a)
136 1.1 matt {
137 1.1 matt const union sf_ieee_ldbl_u zero = { .ldblu_ld = 0.0 };
138 1.1 matt const union sf_ieee_ldbl_u a = { .ldblu_ld = ld_a };
139 1.1 matt const union sf_ieee_ldbl_u b = {
140 1.1 matt .ldblu_f128 = float128_div(zero.ldblu_f128, a.ldblu_f128)
141 1.1 matt };
142 1.1 matt
143 1.1 matt return b.ldblu_ld;
144 1.1 matt }
145 1.1 matt
146 1.1 matt long double
147 1.1 matt __subtf3(long double ld_a, long double ld_b)
148 1.1 matt {
149 1.1 matt const union sf_ieee_ldbl_u a = { .ldblu_ld = ld_a };
150 1.1 matt const union sf_ieee_ldbl_u b = { .ldblu_ld = ld_b };
151 1.1 matt const union sf_ieee_ldbl_u c = {
152 1.1 matt .ldblu_f128 = float128_sub(a.ldblu_f128, b.ldblu_f128)
153 1.1 matt };
154 1.1 matt
155 1.1 matt return c.ldblu_ld;
156 1.1 matt }
157 1.1 matt
158 1.1 matt #if 0
159 1.1 matt int
160 1.1 matt __cmptf3(float128 *a, float128 *b)
161 1.1 matt {
162 1.1 matt const union sf_ieee_ldbl_u a = { .ldblu_ld = ld_a };
163 1.1 matt const union sf_ieee_ldbl_u b = { .ldblu_ld = ld_b };
164 1.1 matt
165 1.1 matt if (float128_eq(*a, *b))
166 1.1 matt return 0;
167 1.1 matt
168 1.1 matt if (float128_le(*a, *b))
169 1.1 matt return 1;
170 1.1 matt
171 1.1 matt return 2;
172 1.1 matt }
173 1.1 matt
174 1.1 matt
175 1.1 matt /*
176 1.1 matt * XXX
177 1.1 matt */
178 1.1 matt int
179 1.1 matt _Qp_cmpe(float128 *a, float128 *b)
180 1.1 matt {
181 1.1 matt return _Qp_cmp(a, b);
182 1.1 matt }
183 1.1 matt #endif
184 1.1 matt
185 1.1 matt int
186 1.1 matt __eqtf2(long double ld_a, long double ld_b)
187 1.1 matt {
188 1.1 matt const union sf_ieee_ldbl_u a = { .ldblu_ld = ld_a };
189 1.1 matt const union sf_ieee_ldbl_u b = { .ldblu_ld = ld_b };
190 1.1 matt
191 1.1 matt return float128_eq(a.ldblu_f128, b.ldblu_f128);
192 1.1 matt }
193 1.1 matt
194 1.1 matt int
195 1.1 matt __getf2(long double ld_a, long double ld_b)
196 1.1 matt {
197 1.1 matt const union sf_ieee_ldbl_u a = { .ldblu_ld = ld_a };
198 1.1 matt const union sf_ieee_ldbl_u b = { .ldblu_ld = ld_b };
199 1.1 matt
200 1.1 matt return float128_le(b.ldblu_f128, a.ldblu_f128);
201 1.1 matt }
202 1.1 matt
203 1.1 matt int
204 1.1 matt __gttf2(long double ld_a, long double ld_b)
205 1.1 matt {
206 1.1 matt const union sf_ieee_ldbl_u a = { .ldblu_ld = ld_a };
207 1.1 matt const union sf_ieee_ldbl_u b = { .ldblu_ld = ld_b };
208 1.1 matt
209 1.1 matt return float128_lt(b.ldblu_f128, a.ldblu_f128);
210 1.1 matt }
211 1.1 matt
212 1.1 matt int
213 1.1 matt __letf2(long double ld_a, long double ld_b)
214 1.1 matt {
215 1.1 matt const union sf_ieee_ldbl_u a = { .ldblu_ld = ld_a };
216 1.1 matt const union sf_ieee_ldbl_u b = { .ldblu_ld = ld_b };
217 1.1 matt
218 1.1 matt return float128_le(a.ldblu_f128, b.ldblu_f128);
219 1.1 matt }
220 1.1 matt
221 1.1 matt int
222 1.1 matt __lttf2(long double ld_a, long double ld_b)
223 1.1 matt {
224 1.1 matt const union sf_ieee_ldbl_u a = { .ldblu_ld = ld_a };
225 1.1 matt const union sf_ieee_ldbl_u b = { .ldblu_ld = ld_b };
226 1.1 matt
227 1.1 matt return float128_lt(a.ldblu_f128, b.ldblu_f128);
228 1.1 matt }
229 1.1 matt
230 1.1 matt int
231 1.1 matt __netf2(long double ld_a, long double ld_b)
232 1.1 matt {
233 1.1 matt const union sf_ieee_ldbl_u a = { .ldblu_ld = ld_a };
234 1.1 matt const union sf_ieee_ldbl_u b = { .ldblu_ld = ld_b };
235 1.1 matt
236 1.1 matt return !float128_eq(a.ldblu_f128, b.ldblu_f128);
237 1.1 matt }
238 1.1 matt
239 1.1 matt float
240 1.1 matt __trunctfsf2(long double ld_a)
241 1.1 matt {
242 1.1 matt const union sf_ieee_ldbl_u a = { .ldblu_ld = ld_a };
243 1.1 matt const union sf_ieee_flt_u c = {
244 1.1 matt .fltu_f32 = float128_to_float32(a.ldblu_f128),
245 1.1 matt };
246 1.1 matt
247 1.1 matt return c.fltu_f;
248 1.1 matt }
249 1.1 matt
250 1.1 matt double
251 1.1 matt __trunctfdf2(long double ld_a)
252 1.1 matt {
253 1.1 matt const union sf_ieee_ldbl_u a = { .ldblu_ld = ld_a };
254 1.1 matt const union sf_ieee_dbl_u c = {
255 1.1 matt .dblu_f64 = float128_to_float64(a.ldblu_f128),
256 1.1 matt };
257 1.1 matt
258 1.1 matt return c.dblu_d;
259 1.1 matt }
260 1.1 matt
261 1.1 matt int32_t
262 1.1 matt __fixtfsi(long double ld_a)
263 1.1 matt {
264 1.1 matt const union sf_ieee_ldbl_u a = { .ldblu_ld = ld_a };
265 1.1 matt return float128_to_int32_round_to_zero(a.ldblu_f128);
266 1.1 matt }
267 1.1 matt
268 1.1 matt int64_t
269 1.1 matt __fixtfdi(long double ld_a)
270 1.1 matt {
271 1.1 matt const union sf_ieee_ldbl_u a = { .ldblu_ld = ld_a };
272 1.1 matt
273 1.1 matt return float128_to_int64_round_to_zero(a.ldblu_f128);
274 1.1 matt }
275 1.1 matt
276 1.1 matt #if 0
277 1.1 matt uint32_t
278 1.1 matt __fixuntfsi(long double ld_a)
279 1.1 matt {
280 1.1 matt const union sf_ieee_ldbl_u a = { .ldblu_ld = ld_a };
281 1.1 matt
282 1.1 matt return float128_to_uint32_round_to_zero(a.ldblu_f128);
283 1.1 matt }
284 1.1 matt
285 1.1 matt uint64_t
286 1.1 matt __fixuntfdi(long double ld_a)
287 1.1 matt {
288 1.1 matt const union sf_ieee_ldbl_u a = { .ldblu_ld = ld_a };
289 1.1 matt
290 1.1 matt return float128_to_uint64_round_to_zero(a.ldblu_f128);
291 1.1 matt }
292 1.1 matt #endif
293 1.1 matt
294 1.1 matt long double
295 1.1 matt __extendsftf2(float f_a)
296 1.1 matt {
297 1.1 matt const union sf_ieee_flt_u a = { .fltu_f = f_a };
298 1.1 matt const union sf_ieee_ldbl_u c = {
299 1.1 matt .ldblu_f128 = float32_to_float128(a.fltu_f32)
300 1.1 matt };
301 1.1 matt
302 1.1 matt return c.ldblu_ld;
303 1.1 matt }
304 1.1 matt
305 1.1 matt long double
306 1.1 matt __extenddftf2(double d_a)
307 1.1 matt {
308 1.1 matt const union sf_ieee_dbl_u a = { .dblu_d = d_a };
309 1.1 matt const union sf_ieee_ldbl_u c = {
310 1.1 matt .ldblu_f128 = float64_to_float128(a.dblu_f64)
311 1.1 matt };
312 1.1 matt
313 1.1 matt return c.ldblu_ld;
314 1.1 matt }
315 1.1 matt
316 1.1 matt long double
317 1.1 matt __floatunsitf(uint32_t a)
318 1.1 matt {
319 1.1 matt const union sf_ieee_ldbl_u c = {
320 1.1 matt .ldblu_f128 = int64_to_float128(a)
321 1.1 matt };
322 1.1 matt
323 1.1 matt return c.ldblu_ld;
324 1.1 matt }
325 1.1 matt
326 1.1 matt long double
327 1.1 matt __floatunditf(uint64_t a)
328 1.1 matt {
329 1.1 matt union sf_ieee_ldbl_u c;
330 1.1 matt const uint64_t msb64 = 1LL << 63;
331 1.1 matt
332 1.1 matt if (a & msb64) {
333 1.1 matt static const union sf_ieee_ldbl_u two63 = {
334 1.1 matt .ldblu_ld = 0x1.0p63
335 1.1 matt };
336 1.1 matt
337 1.1 matt c.ldblu_f128 = int64_to_float128(a ^ msb64);
338 1.1 matt c.ldblu_f128 = float128_add(c.ldblu_f128, two63.ldblu_f128);
339 1.1 matt } else {
340 1.1 matt c.ldblu_f128 = int64_to_float128(a);
341 1.1 matt }
342 1.1 matt return c.ldblu_ld;
343 1.1 matt }
344 1.1 matt
345 1.1 matt long double
346 1.1 matt __floatsitf(int32_t a)
347 1.1 matt {
348 1.1 matt const union sf_ieee_ldbl_u c = {
349 1.1 matt .ldblu_f128 = int64_to_float128(a)
350 1.1 matt };
351 1.1 matt
352 1.1 matt return c.ldblu_ld;
353 1.1 matt }
354 1.1 matt
355 1.1 matt long double
356 1.1 matt __floatditf(int64_t a)
357 1.1 matt {
358 1.1 matt const union sf_ieee_ldbl_u c = {
359 1.1 matt .ldblu_f128 = int64_to_float128(a)
360 1.1 matt };
361 1.1 matt
362 1.1 matt return c.ldblu_ld;
363 1.1 matt }
364 1.1 matt
365 1.1 matt int
366 1.1 matt __unordtf2(long double ld_a, long double ld_b)
367 1.1 matt {
368 1.1 matt const union sf_ieee_ldbl_u a = { .ldblu_ld = ld_a };
369 1.1 matt const union sf_ieee_ldbl_u b = { .ldblu_ld = ld_b };
370 1.1 matt
371 1.1 matt /*
372 1.1 matt * The comparison is unordered if either input is a NaN.
373 1.1 matt * Test for this by comparing each operand with itself.
374 1.1 matt * We must perform both comparisons to correctly check for
375 1.1 matt * signalling NaNs.
376 1.1 matt */
377 1.1 matt return 1 ^ (float128_eq(a.ldblu_f128, a.ldblu_f128) & float128_eq(b.ldblu_f128, b.ldblu_f128));
378 1.1 matt }
379