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MIPS: Consolidate nptl/ subdirectories under linux/...
[platform/upstream/glibc.git]
/
sysdeps
/
unix
/
sysv
/
linux
/
mips
/
mips32
/
libm.abilist
1
GLIBC_2.0
2
GLIBC_2.0 A
3
_LIB_VERSION D 0x4
4
acos F
5
acosf F
6
acosh F
7
acoshf F
8
acoshl F
9
acosl F
10
asin F
11
asinf F
12
asinh F
13
asinhf F
14
asinhl F
15
asinl F
16
atan F
17
atan2 F
18
atan2f F
19
atan2l F
20
atanf F
21
atanh F
22
atanhf F
23
atanhl F
24
atanl F
25
cbrt F
26
cbrtf F
27
cbrtl F
28
ceil F
29
ceilf F
30
ceill F
31
copysign F
32
copysignf F
33
copysignl F
34
cos F
35
cosf F
36
cosh F
37
coshf F
38
coshl F
39
cosl F
40
drem F
41
dremf F
42
dreml F
43
erf F
44
erfc F
45
erfcf F
46
erfcl F
47
erff F
48
erfl F
49
exp F
50
expf F
51
expl F
52
expm1 F
53
expm1f F
54
expm1l F
55
fabs F
56
fabsf F
57
fabsl F
58
finite F
59
finitef F
60
finitel F
61
floor F
62
floorf F
63
floorl F
64
fmod F
65
fmodf F
66
fmodl F
67
frexp F
68
frexpf F
69
frexpl F
70
gamma F
71
gammaf F
72
gammal F
73
hypot F
74
hypotf F
75
hypotl F
76
ilogb F
77
ilogbf F
78
ilogbl F
79
j0 F
80
j0f F
81
j0l F
82
j1 F
83
j1f F
84
j1l F
85
jn F
86
jnf F
87
jnl F
88
ldexp F
89
ldexpf F
90
ldexpl F
91
lgamma F
92
lgamma_r F
93
lgammaf F
94
lgammaf_r F
95
lgammal F
96
lgammal_r F
97
log F
98
log10 F
99
log10f F
100
log10l F
101
log1p F
102
log1pf F
103
log1pl F
104
logb F
105
logbf F
106
logbl F
107
logf F
108
logl F
109
matherr F
110
modf F
111
modff F
112
modfl F
113
nextafter F
114
nextafterf F
115
nextafterl F
116
pow F
117
powf F
118
powl F
119
remainder F
120
remainderf F
121
remainderl F
122
rint F
123
rintf F
124
rintl F
125
scalb F
126
scalbf F
127
scalbl F
128
scalbn F
129
scalbnf F
130
scalbnl F
131
signgam D 0x4
132
significand F
133
significandf F
134
significandl F
135
sin F
136
sinf F
137
sinh F
138
sinhf F
139
sinhl F
140
sinl F
141
sqrt F
142
sqrtf F
143
sqrtl F
144
tan F
145
tanf F
146
tanh F
147
tanhf F
148
tanhl F
149
tanl F
150
y0 F
151
y0f F
152
y0l F
153
y1 F
154
y1f F
155
y1l F
156
yn F
157
ynf F
158
ynl F
159
GLIBC_2.15
160
GLIBC_2.15 A
161
__acos_finite F
162
__acosf_finite F
163
__acosh_finite F
164
__acoshf_finite F
165
__asin_finite F
166
__asinf_finite F
167
__atan2_finite F
168
__atan2f_finite F
169
__atanh_finite F
170
__atanhf_finite F
171
__cosh_finite F
172
__coshf_finite F
173
__exp10_finite F
174
__exp10f_finite F
175
__exp2_finite F
176
__exp2f_finite F
177
__exp_finite F
178
__expf_finite F
179
__fmod_finite F
180
__fmodf_finite F
181
__gamma_r_finite F
182
__gammaf_r_finite F
183
__hypot_finite F
184
__hypotf_finite F
185
__j0_finite F
186
__j0f_finite F
187
__j1_finite F
188
__j1f_finite F
189
__jn_finite F
190
__jnf_finite F
191
__lgamma_r_finite F
192
__lgammaf_r_finite F
193
__log10_finite F
194
__log10f_finite F
195
__log2_finite F
196
__log2f_finite F
197
__log_finite F
198
__logf_finite F
199
__pow_finite F
200
__powf_finite F
201
__remainder_finite F
202
__remainderf_finite F
203
__scalb_finite F
204
__scalbf_finite F
205
__sinh_finite F
206
__sinhf_finite F
207
__sqrt_finite F
208
__sqrtf_finite F
209
__y0_finite F
210
__y0f_finite F
211
__y1_finite F
212
__y1f_finite F
213
__yn_finite F
214
__ynf_finite F
215
GLIBC_2.18
216
GLIBC_2.18 A
217
__issignaling F
218
__issignalingf F
219
GLIBC_2.2
220
GLIBC_2.2 A
221
__clog10 F
222
__clog10f F
223
__clog10l F
224
__finite F
225
__finitef F
226
__finitel F
227
__fpclassify F
228
__fpclassifyf F
229
__signbit F
230
__signbitf F
231
cabs F
232
cabsf F
233
cabsl F
234
cacos F
235
cacosf F
236
cacosh F
237
cacoshf F
238
cacoshl F
239
cacosl F
240
carg F
241
cargf F
242
cargl F
243
casin F
244
casinf F
245
casinh F
246
casinhf F
247
casinhl F
248
casinl F
249
catan F
250
catanf F
251
catanh F
252
catanhf F
253
catanhl F
254
catanl F
255
ccos F
256
ccosf F
257
ccosh F
258
ccoshf F
259
ccoshl F
260
ccosl F
261
cexp F
262
cexpf F
263
cexpl F
264
cimag F
265
cimagf F
266
cimagl F
267
clog F
268
clog10 F
269
clog10f F
270
clog10l F
271
clogf F
272
clogl F
273
conj F
274
conjf F
275
conjl F
276
cpow F
277
cpowf F
278
cpowl F
279
cproj F
280
cprojf F
281
cprojl F
282
creal F
283
crealf F
284
creall F
285
csin F
286
csinf F
287
csinh F
288
csinhf F
289
csinhl F
290
csinl F
291
csqrt F
292
csqrtf F
293
csqrtl F
294
ctan F
295
ctanf F
296
ctanh F
297
ctanhf F
298
ctanhl F
299
ctanl F
300
exp10 F
301
exp10f F
302
exp10l F
303
exp2 F
304
exp2f F
305
fdim F
306
fdimf F
307
fdiml F
308
feclearexcept F
309
fedisableexcept F
310
feenableexcept F
311
fegetenv F
312
fegetexcept F
313
fegetexceptflag F
314
fegetround F
315
feholdexcept F
316
feraiseexcept F
317
fesetenv F
318
fesetexceptflag F
319
fesetround F
320
fetestexcept F
321
feupdateenv F
322
fma F
323
fmaf F
324
fmal F
325
fmax F
326
fmaxf F
327
fmaxl F
328
fmin F
329
fminf F
330
fminl F
331
llrint F
332
llrintf F
333
llrintl F
334
llround F
335
llroundf F
336
llroundl F
337
log2 F
338
log2f F
339
log2l F
340
lrint F
341
lrintf F
342
lrintl F
343
lround F
344
lroundf F
345
lroundl F
346
nan F
347
nanf F
348
nanl F
349
nearbyint F
350
nearbyintf F
351
nearbyintl F
352
nexttoward F
353
nexttowardf F
354
nexttowardl F
355
pow10 F
356
pow10f F
357
pow10l F
358
remquo F
359
remquof F
360
remquol F
361
round F
362
roundf F
363
roundl F
364
scalbln F
365
scalblnf F
366
scalblnl F
367
sincos F
368
sincosf F
369
sincosl F
370
tgamma F
371
tgammaf F
372
tgammal F
373
trunc F
374
truncf F
375
truncl F
376
GLIBC_2.4
377
GLIBC_2.4 A
378
exp2l F
379
_gp_disp
380
_gp_disp A