scanfloat_test.c revision 142843
1/*-
2 * Copyright (C) 2003, 2005 David Schultz <das@FreeBSD.org>
3 * All rights reserved.
4 *
5 * Redistribution and use in source and binary forms, with or without
6 * modification, are permitted provided that the following conditions
7 * are met:
8 * 1. Redistributions of source code must retain the above copyright
9 *    notice, this list of conditions and the following disclaimer.
10 * 2. Redistributions in binary form must reproduce the above copyright
11 *    notice, this list of conditions and the following disclaimer in the
12 *    documentation and/or other materials provided with the distribution.
13 *
14 * THIS SOFTWARE IS PROVIDED BY THE AUTHOR AND CONTRIBUTORS ``AS IS'' AND
15 * ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE
16 * IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE
17 * ARE DISCLAIMED.  IN NO EVENT SHALL THE AUTHOR OR CONTRIBUTORS BE LIABLE
18 * FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
19 * DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS
20 * OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
21 * HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT
22 * LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY
23 * OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF
24 * SUCH DAMAGE.
25 */
26
27/*
28 * Test for scanf() floating point formats.
29 */
30
31#include <sys/cdefs.h>
32__FBSDID("$FreeBSD: head/tools/regression/lib/libc/stdio/test-scanfloat.c 142843 2005-03-01 01:43:20Z das $");
33
34#include <assert.h>
35#include <fenv.h>
36#include <float.h>
37#include <locale.h>
38#include <math.h>
39#include <stdio.h>
40#include <string.h>
41
42#define	eq(type, a, b)	_eq(type##_EPSILON, (a), (b))
43static int _eq(long double epsilon, long double a, long double b);
44
45extern int __scanfdebug;
46
47int
48main(int argc, char *argv[])
49{
50	char buf[128];
51	long double ld = 0.0;
52	double d = 0.0;
53	float f = 0.0;
54
55	printf("1..3\n");
56
57	buf[0] = '\0';
58	assert(setlocale(LC_NUMERIC, ""));
59
60	__scanfdebug = 1;
61
62	/*
63	 * Various tests for normalized numbers
64	 */
65	sscanf("3.141592", "%e", &f);
66	assert(eq(FLT, f, 3.141592));
67
68	sscanf("3.141592653589793", "%lf", &d);
69	assert(eq(DBL, d, 3.141592653589793));
70
71	sscanf("1.234568e+06", "%E", &f);
72	assert(eq(FLT, f, 1.234568e+06));
73
74	sscanf("-1.234568e6", "%lF", &d);
75	assert(eq(DBL, d, -1.234568e6));
76
77	sscanf("+1.234568e-52", "%LG", &ld);
78	assert(eq(LDBL, ld, 1.234568e-52L));
79
80	sscanf("0.1", "%la", &d);
81	assert(eq(DBL, d, 0.1));
82
83	sscanf("00.2", "%lA", &d);
84	assert(eq(DBL, d, 0.2));
85
86	sscanf("123456", "%5le%s", &d, buf);
87	assert(eq(DBL, d, 12345.));
88	assert(strcmp(buf, "6") == 0);
89
90	sscanf("1.0Q", "%*5le%s", buf);
91	assert(strcmp(buf, "Q") == 0);
92
93	sscanf("-1.23e", "%e%s", &f, buf);
94	assert(eq(FLT, f, -1.23));
95	assert(strcmp(buf, "e") == 0);
96
97	sscanf("1.25e+", "%le%s", &d, buf);
98	assert(eq(DBL, d, 1.25));
99	assert(strcmp(buf, "e+") == 0);
100
101	sscanf("1.23E4E5", "%le%s", &d, buf);
102	assert(eq(DBL, d, 1.23e4));
103	assert(strcmp(buf, "E5") == 0);
104
105	sscanf("12e6", "%le", &d);
106	assert(eq(DBL, d, 12e6));
107
108	sscanf("1.a", "%le%s", &d, buf);
109	assert(eq(DBL, d, 1.0));
110	assert(strcmp(buf, "a") == 0);
111
112	sscanf(".0p4", "%le%s", &d, buf);
113	assert(eq(DBL, d, 0.0));
114	assert(strcmp(buf, "p4") == 0);
115
116	d = 0.25;
117	assert(sscanf(".", "%le", &d) == 0);
118	assert(d == 0.25);
119
120	sscanf("0x08", "%le", &d);
121	assert(d == 0x8p0);
122
123	sscanf("0x90a.bcdefP+09a", "%le%s", &d, buf);
124	assert(d == 0x90a.bcdefp+09);
125	assert(strcmp(buf, "a") == 0);
126
127#if (LDBL_MANT_DIG > DBL_MANT_DIG) && !defined(__i386__)
128	sscanf("3.14159265358979323846", "%Lg", &ld);
129	assert(eq(LDBL, ld, 3.14159265358979323846L));
130
131	sscanf("  0X.0123456789abcdefffp-3g", "%Le%s", &ld, buf);
132	assert(ld == 0x0.0123456789abcdefffp-3L);
133	assert(strcmp(buf, "g") == 0);
134#endif
135
136	sscanf("0xg", "%le%s", &d, buf);
137	assert(d == 0.0);
138	assert(strcmp(buf, "xg") == 0);
139
140	assert(setlocale(LC_NUMERIC, "ru_RU.ISO8859-5")); /* decimalpoint==, */
141
142	sscanf("1.23", "%le%s", &d, buf);
143	assert(d == 1.0);
144	assert(strcmp(buf, ".23") == 0);
145
146	sscanf("1,23", "%le", &d);
147	assert(d == 1.23);
148
149	assert(setlocale(LC_NUMERIC, ""));
150
151	printf("ok 1 - scanfloat\n");
152
153	/*
154	 * Infinity and NaN tests
155	 */
156	sscanf("-Inf", "%le", &d);
157	assert(d < 0.0 && isinf(d));
158
159	sscanf("iNfInItY and beyond", "%le%s", &d, buf);
160	assert(d > 0.0 && isinf(d));
161	assert(strcmp(buf, " and beyond"));
162
163	sscanf("NaN", "%le", &d);
164	assert(isnan(d));
165
166	sscanf("NAN(123Y", "%le%s", &d, buf);
167	assert(isnan(d));
168	assert(strcmp(buf, "(123Y") == 0);
169
170	sscanf("nan(f00f)plugh", "%le%s", &d, buf);
171	assert(isnan(d));
172	assert(strcmp(buf, "plugh") == 0);
173
174	sscanf("-nan", "%le", &d);
175	assert(isnan(d));
176
177	/* Only quiet NaNs should be returned. */
178	sscanf("NaN", "%e", &f);
179	sscanf("nan", "%le", &d);
180	sscanf("nan", "%Le", &ld);
181	feclearexcept(FE_ALL_EXCEPT);
182	assert(f != f);
183	assert(d != d);
184	assert(ld != ld);
185	assert(fetestexcept(FE_INVALID) == 0);
186	sscanf("nan(1234)", "%e", &f);
187	sscanf("nan(1234)", "%le", &d);
188	sscanf("nan(1234)", "%Le", &ld);
189	feclearexcept(FE_ALL_EXCEPT);
190	assert(f != f);
191	assert(d != d);
192	assert(ld != ld);
193	assert(fetestexcept(FE_INVALID) == 0);
194
195	printf("ok 2 - scanfloat\n");
196
197	/*
198	 * Rounding tests
199	 */
200
201	fesetround(FE_DOWNWARD);
202
203	sscanf("1.999999999999999999999999999999999", "%le", &d);
204	assert(d < 2.0);
205	sscanf("0x1.ffffffffffffffp0", "%le", &d);
206	assert(d < 2.0);
207	sscanf("1.999999999999999999999999999999999", "%Le", &ld);
208	assert(ld < 2.0);
209
210	sscanf("1.0571892669084007", "%le", &d);
211	assert(d == 0x1.0ea3f4af0dc59p0);
212	sscanf("-1.0571892669084007", "%le", &d);
213	assert(d == -0x1.0ea3f4af0dc5ap0);
214	sscanf("1.0571892669084010", "%le", &d);
215	assert(d == 0x1.0ea3f4af0dc5ap0);
216
217	sscanf("0x1.23p-5000", "%le", &d);
218	assert(d == 0.0);
219
220	sscanf("0x1.2345678p-1050", "%le", &d);
221	assert(d == 0x1.234568p-1050);
222
223	fesetround(FE_UPWARD);
224
225	sscanf("1.0571892669084007", "%le", &d);
226	assert(d == 0x1.0ea3f4af0dc5ap0);
227	sscanf("-1.0571892669084007", "%le", &d);
228	assert(d == -0x1.0ea3f4af0dc59p0);
229	sscanf("1.0571892669084010", "%le", &d);
230	assert(d == 0x1.0ea3f4af0dc5bp0);
231
232	sscanf("0x1.23p-5000", "%le", &d);
233	assert(d == 0x1p-1074);
234
235	sscanf("0x1.2345678p-1050", "%le", &d);
236	assert(d == 0x1.234568p-1050);
237
238	fesetround(FE_TOWARDZERO);
239
240	sscanf("1.0571892669084007", "%le", &d);
241	assert(d == 0x1.0ea3f4af0dc59p0);
242	sscanf("-1.0571892669084007", "%le", &d);
243	assert(d == -0x1.0ea3f4af0dc59p0);
244	sscanf("1.0571892669084010", "%le", &d);
245	assert(d == 0x1.0ea3f4af0dc5ap0);
246
247	sscanf("0x1.23p-5000", "%le", &d);
248	assert(d == 0.0);
249
250	sscanf("0x1.2345678p-1050", "%le", &d);
251	assert(d == 0x1.234568p-1050);
252
253	fesetround(FE_TONEAREST);
254
255	/* 1.0571892669084007 is slightly closer to 0x1.0ea3f4af0dc59p0 */
256	sscanf("1.0571892669084007", "%le", &d);
257	assert(d == 0x1.0ea3f4af0dc59p0);
258	sscanf("-1.0571892669084007", "%le", &d);
259	assert(d == -0x1.0ea3f4af0dc59p0);
260	sscanf("1.0571892669084010", "%le", &d);
261	assert(d == 0x1.0ea3f4af0dc5bp0);
262
263	/* strtod() should round small numbers to 0. */
264	sscanf("0x1.23p-5000", "%le", &d);
265	assert(d == 0.0);
266
267	/* Extra digits in a denormal shouldn't break anything. */
268	sscanf("0x1.2345678p-1050", "%le", &d);
269	assert(d == 0x1.234568p-1050);
270
271	printf("ok 3 - scanfloat\n");
272
273	return (0);
274}
275
276static int
277_eq(long double epsilon, long double a, long double b)
278{
279	long double delta;
280
281	delta = a - b;
282	if (delta < 0)		/* XXX no fabsl() */
283		delta = -delta;
284	return (delta <= epsilon);
285}
286