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author | Florian Weimer <fweimer@redhat.com> | 2015-10-29 15:33:54 +0100 |
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committer | Florian Weimer <fweimer@redhat.com> | 2015-11-06 13:58:53 +0100 |
commit | 8c77b6ad4063534fb1e5a6904217c4586060334a (patch) | |
tree | 523517a67c4b852dfd6c849c11270b8a997a2e88 /sysdeps/unix/sysv/linux/aarch64/libm.abilist | |
parent | 8b7b7f75d91f7bac323dd6a370aeb3e9c5c4a7d5 (diff) | |
download | glibc-8c77b6ad4063534fb1e5a6904217c4586060334a.tar.gz glibc-8c77b6ad4063534fb1e5a6904217c4586060334a.tar.xz glibc-8c77b6ad4063534fb1e5a6904217c4586060334a.zip |
Simplify the abilist format
The new format lists the version on each line, as in: VERSION SYMBOL TYPE [VALUE] This makes it easier to process the files with line-oriented tools. The abilist files were converted with this awk script: /^[^ ]/ { version = $1 } /^ / { print version, substr($0, 2) } And sorted under the "C" locale with sort.
Diffstat (limited to 'sysdeps/unix/sysv/linux/aarch64/libm.abilist')
-rw-r--r-- | sysdeps/unix/sysv/linux/aarch64/libm.abilist | 802 |
1 files changed, 400 insertions, 402 deletions
diff --git a/sysdeps/unix/sysv/linux/aarch64/libm.abilist b/sysdeps/unix/sysv/linux/aarch64/libm.abilist index 0f1cfc8702..ead20e1c6d 100644 --- a/sysdeps/unix/sysv/linux/aarch64/libm.abilist +++ b/sysdeps/unix/sysv/linux/aarch64/libm.abilist @@ -1,402 +1,400 @@ -GLIBC_2.17 - GLIBC_2.17 A - _LIB_VERSION D 0x4 - __acos_finite F - __acosf_finite F - __acosh_finite F - __acoshf_finite F - __acoshl_finite F - __acosl_finite F - __asin_finite F - __asinf_finite F - __asinl_finite F - __atan2_finite F - __atan2f_finite F - __atan2l_finite F - __atanh_finite F - __atanhf_finite F - __atanhl_finite F - __clog10 F - __clog10f F - __clog10l F - __cosh_finite F - __coshf_finite F - __coshl_finite F - __exp10_finite F - __exp10f_finite F - __exp10l_finite F - __exp2_finite F - __exp2f_finite F - __exp2l_finite F - __exp_finite F - __expf_finite F - __expl_finite F - __finite F - __finitef F - __finitel F - __fmod_finite F - __fmodf_finite F - __fmodl_finite F - __fpclassify F - __fpclassifyf F - __fpclassifyl F - __gamma_r_finite F - __gammaf_r_finite F - __gammal_r_finite F - __hypot_finite F - __hypotf_finite F - __hypotl_finite F - __j0_finite F - __j0f_finite F - __j0l_finite F - __j1_finite F - __j1f_finite F - __j1l_finite F - __jn_finite F - __jnf_finite F - __jnl_finite F - __lgamma_r_finite F - __lgammaf_r_finite F - __lgammal_r_finite F - __log10_finite F - __log10f_finite F - __log10l_finite F - __log2_finite F - __log2f_finite F - __log2l_finite F - __log_finite F - __logf_finite F - __logl_finite F - __pow_finite F - __powf_finite F - __powl_finite F - __remainder_finite F - __remainderf_finite F - __remainderl_finite F - __scalb_finite F - __scalbf_finite F - __scalbl_finite F - __signbit F - __signbitf F - __signbitl F - __sinh_finite F - __sinhf_finite F - __sinhl_finite F - __sqrt_finite F - __sqrtf_finite F - __sqrtl_finite F - __y0_finite F - __y0f_finite F - __y0l_finite F - __y1_finite F - __y1f_finite F - __y1l_finite F - __yn_finite F - __ynf_finite F - __ynl_finite F - 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 - 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 - cbrt F - cbrtf F - cbrtl F - ccos F - ccosf F - ccosh F - ccoshf F - ccoshl F - ccosl F - ceil F - ceilf F - ceill 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 - copysign F - copysignf F - copysignl F - cos F - cosf F - cosh F - coshf F - coshl F - cosl 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 - drem F - dremf F - dreml F - erf F - erfc F - erfcf F - erfcl F - erff F - erfl F - exp F - exp10 F - exp10f F - exp10l F - exp2 F - exp2f F - exp2l F - expf F - expl F - expm1 F - expm1f F - expm1l F - fabs F - fabsf F - fabsl 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 - finite F - finitef F - finitel F - floor F - floorf F - floorl F - fma F - fmaf F - fmal F - fmax F - fmaxf F - fmaxl F - fmin F - fminf F - fminl 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 - llrint F - llrintf F - llrintl F - llround F - llroundf F - llroundl F - log F - log10 F - log10f F - log10l F - log1p F - log1pf F - log1pl F - log2 F - log2f F - log2l F - logb F - logbf F - logbl F - logf F - logl F - lrint F - lrintf F - lrintl F - lround F - lroundf F - lroundl F - matherr F - modf F - modff F - modfl F - nan F - nanf F - nanl F - nearbyint F - nearbyintf F - nearbyintl F - nextafter F - nextafterf F - nextafterl F - nexttoward F - nexttowardf F - nexttowardl F - pow F - pow10 F - pow10f F - pow10l F - powf F - powl F - remainder F - remainderf F - remainderl F - remquo F - remquof F - remquol F - rint F - rintf F - rintl F - round F - roundf F - roundl F - scalb F - scalbf F - scalbl F - scalbln F - scalblnf F - scalblnl F - scalbn F - scalbnf F - scalbnl F - signgam D 0x4 - significand F - significandf F - significandl F - sin F - sincos F - sincosf F - sincosl 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 - tgamma F - tgammaf F - tgammal F - trunc F - truncf F - truncl F - y0 F - y0f F - y0l F - y1 F - y1f F - y1l F - yn F - ynf F - ynl F -GLIBC_2.18 - GLIBC_2.18 A - __issignaling F - __issignalingf F - __issignalingl F +GLIBC_2.17 GLIBC_2.17 A +GLIBC_2.17 _LIB_VERSION D 0x4 +GLIBC_2.17 __acos_finite F +GLIBC_2.17 __acosf_finite F +GLIBC_2.17 __acosh_finite F +GLIBC_2.17 __acoshf_finite F +GLIBC_2.17 __acoshl_finite F +GLIBC_2.17 __acosl_finite F +GLIBC_2.17 __asin_finite F +GLIBC_2.17 __asinf_finite F +GLIBC_2.17 __asinl_finite F +GLIBC_2.17 __atan2_finite F +GLIBC_2.17 __atan2f_finite F +GLIBC_2.17 __atan2l_finite F +GLIBC_2.17 __atanh_finite F +GLIBC_2.17 __atanhf_finite F +GLIBC_2.17 __atanhl_finite F +GLIBC_2.17 __clog10 F +GLIBC_2.17 __clog10f F +GLIBC_2.17 __clog10l F +GLIBC_2.17 __cosh_finite F +GLIBC_2.17 __coshf_finite F +GLIBC_2.17 __coshl_finite F +GLIBC_2.17 __exp10_finite F +GLIBC_2.17 __exp10f_finite F +GLIBC_2.17 __exp10l_finite F +GLIBC_2.17 __exp2_finite F +GLIBC_2.17 __exp2f_finite F +GLIBC_2.17 __exp2l_finite F +GLIBC_2.17 __exp_finite F +GLIBC_2.17 __expf_finite F +GLIBC_2.17 __expl_finite F +GLIBC_2.17 __finite F +GLIBC_2.17 __finitef F +GLIBC_2.17 __finitel F +GLIBC_2.17 __fmod_finite F +GLIBC_2.17 __fmodf_finite F +GLIBC_2.17 __fmodl_finite F +GLIBC_2.17 __fpclassify F +GLIBC_2.17 __fpclassifyf F +GLIBC_2.17 __fpclassifyl F +GLIBC_2.17 __gamma_r_finite F +GLIBC_2.17 __gammaf_r_finite F +GLIBC_2.17 __gammal_r_finite F +GLIBC_2.17 __hypot_finite F +GLIBC_2.17 __hypotf_finite F +GLIBC_2.17 __hypotl_finite F +GLIBC_2.17 __j0_finite F +GLIBC_2.17 __j0f_finite F +GLIBC_2.17 __j0l_finite F +GLIBC_2.17 __j1_finite F +GLIBC_2.17 __j1f_finite F +GLIBC_2.17 __j1l_finite F +GLIBC_2.17 __jn_finite F +GLIBC_2.17 __jnf_finite F +GLIBC_2.17 __jnl_finite F +GLIBC_2.17 __lgamma_r_finite F +GLIBC_2.17 __lgammaf_r_finite F +GLIBC_2.17 __lgammal_r_finite F +GLIBC_2.17 __log10_finite F +GLIBC_2.17 __log10f_finite F +GLIBC_2.17 __log10l_finite F +GLIBC_2.17 __log2_finite F +GLIBC_2.17 __log2f_finite F +GLIBC_2.17 __log2l_finite F +GLIBC_2.17 __log_finite F +GLIBC_2.17 __logf_finite F +GLIBC_2.17 __logl_finite F +GLIBC_2.17 __pow_finite F +GLIBC_2.17 __powf_finite F +GLIBC_2.17 __powl_finite F +GLIBC_2.17 __remainder_finite F +GLIBC_2.17 __remainderf_finite F +GLIBC_2.17 __remainderl_finite F +GLIBC_2.17 __scalb_finite F +GLIBC_2.17 __scalbf_finite F +GLIBC_2.17 __scalbl_finite F +GLIBC_2.17 __signbit F +GLIBC_2.17 __signbitf F +GLIBC_2.17 __signbitl F +GLIBC_2.17 __sinh_finite F +GLIBC_2.17 __sinhf_finite F +GLIBC_2.17 __sinhl_finite F +GLIBC_2.17 __sqrt_finite F +GLIBC_2.17 __sqrtf_finite F +GLIBC_2.17 __sqrtl_finite F +GLIBC_2.17 __y0_finite F +GLIBC_2.17 __y0f_finite F +GLIBC_2.17 __y0l_finite F +GLIBC_2.17 __y1_finite F +GLIBC_2.17 __y1f_finite F +GLIBC_2.17 __y1l_finite F +GLIBC_2.17 __yn_finite F +GLIBC_2.17 __ynf_finite F +GLIBC_2.17 __ynl_finite F +GLIBC_2.17 acos F +GLIBC_2.17 acosf F +GLIBC_2.17 acosh F +GLIBC_2.17 acoshf F +GLIBC_2.17 acoshl F +GLIBC_2.17 acosl F +GLIBC_2.17 asin F +GLIBC_2.17 asinf F +GLIBC_2.17 asinh F +GLIBC_2.17 asinhf F +GLIBC_2.17 asinhl F +GLIBC_2.17 asinl F +GLIBC_2.17 atan F +GLIBC_2.17 atan2 F +GLIBC_2.17 atan2f F +GLIBC_2.17 atan2l F +GLIBC_2.17 atanf F +GLIBC_2.17 atanh F +GLIBC_2.17 atanhf F +GLIBC_2.17 atanhl F +GLIBC_2.17 atanl F +GLIBC_2.17 cabs F +GLIBC_2.17 cabsf F +GLIBC_2.17 cabsl F +GLIBC_2.17 cacos F +GLIBC_2.17 cacosf F +GLIBC_2.17 cacosh F +GLIBC_2.17 cacoshf F +GLIBC_2.17 cacoshl F +GLIBC_2.17 cacosl F +GLIBC_2.17 carg F +GLIBC_2.17 cargf F +GLIBC_2.17 cargl F +GLIBC_2.17 casin F +GLIBC_2.17 casinf F +GLIBC_2.17 casinh F +GLIBC_2.17 casinhf F +GLIBC_2.17 casinhl F +GLIBC_2.17 casinl F +GLIBC_2.17 catan F +GLIBC_2.17 catanf F +GLIBC_2.17 catanh F +GLIBC_2.17 catanhf F +GLIBC_2.17 catanhl F +GLIBC_2.17 catanl F +GLIBC_2.17 cbrt F +GLIBC_2.17 cbrtf F +GLIBC_2.17 cbrtl F +GLIBC_2.17 ccos F +GLIBC_2.17 ccosf F +GLIBC_2.17 ccosh F +GLIBC_2.17 ccoshf F +GLIBC_2.17 ccoshl F +GLIBC_2.17 ccosl F +GLIBC_2.17 ceil F +GLIBC_2.17 ceilf F +GLIBC_2.17 ceill F +GLIBC_2.17 cexp F +GLIBC_2.17 cexpf F +GLIBC_2.17 cexpl F +GLIBC_2.17 cimag F +GLIBC_2.17 cimagf F +GLIBC_2.17 cimagl F +GLIBC_2.17 clog F +GLIBC_2.17 clog10 F +GLIBC_2.17 clog10f F +GLIBC_2.17 clog10l F +GLIBC_2.17 clogf F +GLIBC_2.17 clogl F +GLIBC_2.17 conj F +GLIBC_2.17 conjf F +GLIBC_2.17 conjl F +GLIBC_2.17 copysign F +GLIBC_2.17 copysignf F +GLIBC_2.17 copysignl F +GLIBC_2.17 cos F +GLIBC_2.17 cosf F +GLIBC_2.17 cosh F +GLIBC_2.17 coshf F +GLIBC_2.17 coshl F +GLIBC_2.17 cosl F +GLIBC_2.17 cpow F +GLIBC_2.17 cpowf F +GLIBC_2.17 cpowl F +GLIBC_2.17 cproj F +GLIBC_2.17 cprojf F +GLIBC_2.17 cprojl F +GLIBC_2.17 creal F +GLIBC_2.17 crealf F +GLIBC_2.17 creall F +GLIBC_2.17 csin F +GLIBC_2.17 csinf F +GLIBC_2.17 csinh F +GLIBC_2.17 csinhf F +GLIBC_2.17 csinhl F +GLIBC_2.17 csinl F +GLIBC_2.17 csqrt F +GLIBC_2.17 csqrtf F +GLIBC_2.17 csqrtl F +GLIBC_2.17 ctan F +GLIBC_2.17 ctanf F +GLIBC_2.17 ctanh F +GLIBC_2.17 ctanhf F +GLIBC_2.17 ctanhl F +GLIBC_2.17 ctanl F +GLIBC_2.17 drem F +GLIBC_2.17 dremf F +GLIBC_2.17 dreml F +GLIBC_2.17 erf F +GLIBC_2.17 erfc F +GLIBC_2.17 erfcf F +GLIBC_2.17 erfcl F +GLIBC_2.17 erff F +GLIBC_2.17 erfl F +GLIBC_2.17 exp F +GLIBC_2.17 exp10 F +GLIBC_2.17 exp10f F +GLIBC_2.17 exp10l F +GLIBC_2.17 exp2 F +GLIBC_2.17 exp2f F +GLIBC_2.17 exp2l F +GLIBC_2.17 expf F +GLIBC_2.17 expl F +GLIBC_2.17 expm1 F +GLIBC_2.17 expm1f F +GLIBC_2.17 expm1l F +GLIBC_2.17 fabs F +GLIBC_2.17 fabsf F +GLIBC_2.17 fabsl F +GLIBC_2.17 fdim F +GLIBC_2.17 fdimf F +GLIBC_2.17 fdiml F +GLIBC_2.17 feclearexcept F +GLIBC_2.17 fedisableexcept F +GLIBC_2.17 feenableexcept F +GLIBC_2.17 fegetenv F +GLIBC_2.17 fegetexcept F +GLIBC_2.17 fegetexceptflag F +GLIBC_2.17 fegetround F +GLIBC_2.17 feholdexcept F +GLIBC_2.17 feraiseexcept F +GLIBC_2.17 fesetenv F +GLIBC_2.17 fesetexceptflag F +GLIBC_2.17 fesetround F +GLIBC_2.17 fetestexcept F +GLIBC_2.17 feupdateenv F +GLIBC_2.17 finite F +GLIBC_2.17 finitef F +GLIBC_2.17 finitel F +GLIBC_2.17 floor F +GLIBC_2.17 floorf F +GLIBC_2.17 floorl F +GLIBC_2.17 fma F +GLIBC_2.17 fmaf F +GLIBC_2.17 fmal F +GLIBC_2.17 fmax F +GLIBC_2.17 fmaxf F +GLIBC_2.17 fmaxl F +GLIBC_2.17 fmin F +GLIBC_2.17 fminf F +GLIBC_2.17 fminl F +GLIBC_2.17 fmod F +GLIBC_2.17 fmodf F +GLIBC_2.17 fmodl F +GLIBC_2.17 frexp F +GLIBC_2.17 frexpf F +GLIBC_2.17 frexpl F +GLIBC_2.17 gamma F +GLIBC_2.17 gammaf F +GLIBC_2.17 gammal F +GLIBC_2.17 hypot F +GLIBC_2.17 hypotf F +GLIBC_2.17 hypotl F +GLIBC_2.17 ilogb F +GLIBC_2.17 ilogbf F +GLIBC_2.17 ilogbl F +GLIBC_2.17 j0 F +GLIBC_2.17 j0f F +GLIBC_2.17 j0l F +GLIBC_2.17 j1 F +GLIBC_2.17 j1f F +GLIBC_2.17 j1l F +GLIBC_2.17 jn F +GLIBC_2.17 jnf F +GLIBC_2.17 jnl F +GLIBC_2.17 ldexp F +GLIBC_2.17 ldexpf F +GLIBC_2.17 ldexpl F +GLIBC_2.17 lgamma F +GLIBC_2.17 lgamma_r F +GLIBC_2.17 lgammaf F +GLIBC_2.17 lgammaf_r F +GLIBC_2.17 lgammal F +GLIBC_2.17 lgammal_r F +GLIBC_2.17 llrint F +GLIBC_2.17 llrintf F +GLIBC_2.17 llrintl F +GLIBC_2.17 llround F +GLIBC_2.17 llroundf F +GLIBC_2.17 llroundl F +GLIBC_2.17 log F +GLIBC_2.17 log10 F +GLIBC_2.17 log10f F +GLIBC_2.17 log10l F +GLIBC_2.17 log1p F +GLIBC_2.17 log1pf F +GLIBC_2.17 log1pl F +GLIBC_2.17 log2 F +GLIBC_2.17 log2f F +GLIBC_2.17 log2l F +GLIBC_2.17 logb F +GLIBC_2.17 logbf F +GLIBC_2.17 logbl F +GLIBC_2.17 logf F +GLIBC_2.17 logl F +GLIBC_2.17 lrint F +GLIBC_2.17 lrintf F +GLIBC_2.17 lrintl F +GLIBC_2.17 lround F +GLIBC_2.17 lroundf F +GLIBC_2.17 lroundl F +GLIBC_2.17 matherr F +GLIBC_2.17 modf F +GLIBC_2.17 modff F +GLIBC_2.17 modfl F +GLIBC_2.17 nan F +GLIBC_2.17 nanf F +GLIBC_2.17 nanl F +GLIBC_2.17 nearbyint F +GLIBC_2.17 nearbyintf F +GLIBC_2.17 nearbyintl F +GLIBC_2.17 nextafter F +GLIBC_2.17 nextafterf F +GLIBC_2.17 nextafterl F +GLIBC_2.17 nexttoward F +GLIBC_2.17 nexttowardf F +GLIBC_2.17 nexttowardl F +GLIBC_2.17 pow F +GLIBC_2.17 pow10 F +GLIBC_2.17 pow10f F +GLIBC_2.17 pow10l F +GLIBC_2.17 powf F +GLIBC_2.17 powl F +GLIBC_2.17 remainder F +GLIBC_2.17 remainderf F +GLIBC_2.17 remainderl F +GLIBC_2.17 remquo F +GLIBC_2.17 remquof F +GLIBC_2.17 remquol F +GLIBC_2.17 rint F +GLIBC_2.17 rintf F +GLIBC_2.17 rintl F +GLIBC_2.17 round F +GLIBC_2.17 roundf F +GLIBC_2.17 roundl F +GLIBC_2.17 scalb F +GLIBC_2.17 scalbf F +GLIBC_2.17 scalbl F +GLIBC_2.17 scalbln F +GLIBC_2.17 scalblnf F +GLIBC_2.17 scalblnl F +GLIBC_2.17 scalbn F +GLIBC_2.17 scalbnf F +GLIBC_2.17 scalbnl F +GLIBC_2.17 signgam D 0x4 +GLIBC_2.17 significand F +GLIBC_2.17 significandf F +GLIBC_2.17 significandl F +GLIBC_2.17 sin F +GLIBC_2.17 sincos F +GLIBC_2.17 sincosf F +GLIBC_2.17 sincosl F +GLIBC_2.17 sinf F +GLIBC_2.17 sinh F +GLIBC_2.17 sinhf F +GLIBC_2.17 sinhl F +GLIBC_2.17 sinl F +GLIBC_2.17 sqrt F +GLIBC_2.17 sqrtf F +GLIBC_2.17 sqrtl F +GLIBC_2.17 tan F +GLIBC_2.17 tanf F +GLIBC_2.17 tanh F +GLIBC_2.17 tanhf F +GLIBC_2.17 tanhl F +GLIBC_2.17 tanl F +GLIBC_2.17 tgamma F +GLIBC_2.17 tgammaf F +GLIBC_2.17 tgammal F +GLIBC_2.17 trunc F +GLIBC_2.17 truncf F +GLIBC_2.17 truncl F +GLIBC_2.17 y0 F +GLIBC_2.17 y0f F +GLIBC_2.17 y0l F +GLIBC_2.17 y1 F +GLIBC_2.17 y1f F +GLIBC_2.17 y1l F +GLIBC_2.17 yn F +GLIBC_2.17 ynf F +GLIBC_2.17 ynl F +GLIBC_2.18 GLIBC_2.18 A +GLIBC_2.18 __issignaling F +GLIBC_2.18 __issignalingf F +GLIBC_2.18 __issignalingl F |