GLIBC_2.0 | |
GLIBC_2.0 A | |
_LIB_VERSION D 0x4 | |
acos F | |
acosf F | |
acosh F | |
acoshf F | |
acoshl F | |
acosl F | |
asin F | |
asinf F | |
asinh F | |
asinhf F | |
asinhl F | |
asinl F | |
atan F | |
atan2 F | |
atan2f F | |
atan2l F | |
atanf F | |
atanh F | |
atanhf F | |
atanhl F | |
atanl F | |
cbrt F | |
cbrtf F | |
cbrtl F | |
ceil F | |
ceilf F | |
ceill F | |
copysign F | |
copysignf F | |
copysignl F | |
cos F | |
cosf F | |
cosh F | |
coshf F | |
coshl F | |
cosl F | |
drem F | |
dremf F | |
dreml F | |
erf F | |
erfc F | |
erfcf F | |
erfcl F | |
erff F | |
erfl F | |
exp F | |
expf F | |
expl F | |
expm1 F | |
expm1f F | |
expm1l F | |
fabs F | |
fabsf F | |
fabsl F | |
finite F | |
finitef F | |
finitel F | |
floor F | |
floorf F | |
floorl F | |
fmod F | |
fmodf F | |
fmodl F | |
frexp F | |
frexpf F | |
frexpl F | |
gamma F | |
gammaf F | |
gammal F | |
hypot F | |
hypotf F | |
hypotl F | |
ilogb F | |
ilogbf F | |
ilogbl F | |
j0 F | |
j0f F | |
j0l F | |
j1 F | |
j1f F | |
j1l F | |
jn F | |
jnf F | |
jnl F | |
ldexp F | |
ldexpf F | |
ldexpl F | |
lgamma F | |
lgamma_r F | |
lgammaf F | |
lgammaf_r F | |
lgammal F | |
lgammal_r F | |
log F | |
log10 F | |
log10f F | |
log10l F | |
log1p F | |
log1pf F | |
log1pl F | |
logb F | |
logbf F | |
logbl F | |
logf F | |
logl F | |
matherr F | |
modf F | |
modff F | |
modfl F | |
nextafter F | |
nextafterf F | |
nextafterl F | |
pow F | |
powf F | |
powl F | |
remainder F | |
remainderf F | |
remainderl F | |
rint F | |
rintf F | |
rintl F | |
scalb F | |
scalbf F | |
scalbl F | |
scalbn F | |
scalbnf F | |
scalbnl F | |
signgam D 0x4 | |
significand F | |
significandf F | |
significandl F | |
sin F | |
sinf F | |
sinh F | |
sinhf F | |
sinhl F | |
sinl F | |
sqrt F | |
sqrtf F | |
sqrtl F | |
tan F | |
tanf F | |
tanh F | |
tanhf F | |
tanhl F | |
tanl F | |
y0 F | |
y0f F | |
y0l F | |
y1 F | |
y1f F | |
y1l F | |
yn F | |
ynf F | |
ynl F | |
GLIBC_2.15 | |
GLIBC_2.15 A | |
__acos_finite F | |
__acosf_finite F | |
__acosh_finite F | |
__acoshf_finite F | |
__asin_finite F | |
__asinf_finite F | |
__atan2_finite F | |
__atan2f_finite F | |
__atanh_finite F | |
__atanhf_finite F | |
__cosh_finite F | |
__coshf_finite F | |
__exp10_finite F | |
__exp10f_finite F | |
__exp2_finite F | |
__exp2f_finite F | |
__exp_finite F | |
__expf_finite F | |
__fmod_finite F | |
__fmodf_finite F | |
__gamma_r_finite F | |
__gammaf_r_finite F | |
__hypot_finite F | |
__hypotf_finite F | |
__j0_finite F | |
__j0f_finite F | |
__j1_finite F | |
__j1f_finite F | |
__jn_finite F | |
__jnf_finite F | |
__lgamma_r_finite F | |
__lgammaf_r_finite F | |
__log10_finite F | |
__log10f_finite F | |
__log2_finite F | |
__log2f_finite F | |
__log_finite F | |
__logf_finite F | |
__pow_finite F | |
__powf_finite F | |
__remainder_finite F | |
__remainderf_finite F | |
__scalb_finite F | |
__scalbf_finite F | |
__sinh_finite F | |
__sinhf_finite F | |
__sqrt_finite F | |
__sqrtf_finite F | |
__y0_finite F | |
__y0f_finite F | |
__y1_finite F | |
__y1f_finite F | |
__yn_finite F | |
__ynf_finite F | |
GLIBC_2.18 | |
GLIBC_2.18 A | |
__issignaling F | |
__issignalingf F | |
GLIBC_2.2 | |
GLIBC_2.2 A | |
__clog10 F | |
__clog10f F | |
__clog10l F | |
__finite F | |
__finitef F | |
__finitel F | |
__fpclassify F | |
__fpclassifyf F | |
__signbit F | |
__signbitf F | |
cabs F | |
cabsf F | |
cabsl F | |
cacos F | |
cacosf F | |
cacosh F | |
cacoshf F | |
cacoshl F | |
cacosl F | |
carg F | |
cargf F | |
cargl F | |
casin F | |
casinf F | |
casinh F | |
casinhf F | |
casinhl F | |
casinl F | |
catan F | |
catanf F | |
catanh F | |
catanhf F | |
catanhl F | |
catanl F | |
ccos F | |
ccosf F | |
ccosh F | |
ccoshf F | |
ccoshl F | |
ccosl F | |
cexp F | |
cexpf F | |
cexpl F | |
cimag F | |
cimagf F | |
cimagl F | |
clog F | |
clog10 F | |
clog10f F | |
clog10l F | |
clogf F | |
clogl F | |
conj F | |
conjf F | |
conjl F | |
cpow F | |
cpowf F | |
cpowl F | |
cproj F | |
cprojf F | |
cprojl F | |
creal F | |
crealf F | |
creall F | |
csin F | |
csinf F | |
csinh F | |
csinhf F | |
csinhl F | |
csinl F | |
csqrt F | |
csqrtf F | |
csqrtl F | |
ctan F | |
ctanf F | |
ctanh F | |
ctanhf F | |
ctanhl F | |
ctanl F | |
exp10 F | |
exp10f F | |
exp10l F | |
exp2 F | |
exp2f F | |
fdim F | |
fdimf F | |
fdiml F | |
feclearexcept F | |
fedisableexcept F | |
feenableexcept F | |
fegetenv F | |
fegetexcept F | |
fegetexceptflag F | |
fegetround F | |
feholdexcept F | |
feraiseexcept F | |
fesetenv F | |
fesetexceptflag F | |
fesetround F | |
fetestexcept F | |
feupdateenv F | |
fma F | |
fmaf F | |
fmal F | |
fmax F | |
fmaxf F | |
fmaxl F | |
fmin F | |
fminf F | |
fminl F | |
llrint F | |
llrintf F | |
llrintl F | |
llround F | |
llroundf F | |
llroundl F | |
log2 F | |
log2f F | |
log2l F | |
lrint F | |
lrintf F | |
lrintl F | |
lround F | |
lroundf F | |
lroundl F | |
nan F | |
nanf F | |
nanl F | |
nearbyint F | |
nearbyintf F | |
nearbyintl F | |
nexttoward F | |
nexttowardf F | |
nexttowardl F | |
pow10 F | |
pow10f F | |
pow10l F | |
remquo F | |
remquof F | |
remquol F | |
round F | |
roundf F | |
roundl F | |
scalbln F | |
scalblnf F | |
scalblnl F | |
sincos F | |
sincosf F | |
sincosl F | |
tgamma F | |
tgammaf F | |
tgammal F | |
trunc F | |
truncf F | |
truncl F | |
GLIBC_2.4 | |
GLIBC_2.4 A | |
exp2l F | |
_gp_disp | |
_gp_disp A |