List of all items
Functions
- cbrtf
- ceil
- ceilf
- copysignfk
- copysignk
- dirty_powf
- exp
- expf
- f_acos
- f_acosf
- f_acosh
- f_acoshf
- f_acospi
- f_acospif
- f_asin
- f_asinf
- f_asinh
- f_asinhf
- f_asinpi
- f_asinpif
- f_atan
- f_atan2
- f_atan2f
- f_atan2pi
- f_atan2pif
- f_atanf
- f_atanh
- f_atanhf
- f_atanpi
- f_atanpif
- f_beta
- f_betaf
- f_betainc_reg
- f_betainc_regf
- f_cathetus
- f_cathetusf
- f_cbrt
- f_cbrtf
- f_compound
- f_compound_m1
- f_compound_m1f
- f_compoundf
- f_cos
- f_cosf
- f_cosh
- f_coshf
- f_cosm1
- f_cosm1f
- f_cospi
- f_cospif
- f_cot
- f_cotf
- f_cotpi
- f_cotpif
- f_csc
- f_cscf
- f_digamma
- f_digammaf
- f_erf
- f_erfc
- f_erfcf
- f_erfcinv
- f_erfcinvf
- f_erfcx
- f_erfcxf
- f_erff
- f_erfinv
- f_erfinvf
- f_exp
- f_exp10
- f_exp10f
- f_exp10m1
- f_exp10m1f
- f_exp2
- f_exp2f
- f_exp2m1
- f_exp2m1f
- f_expf
- f_expm1
- f_expm1f
- f_gamma_p
- f_gamma_pf
- f_gamma_q
- f_gamma_qf
- f_hypot
- f_hypot3f
- f_hypotf
- f_i0
- f_i0e
- f_i0ef
- f_i0f
- f_i1
- f_i1e
- f_i1ef
- f_i1f
- f_i2
- f_i2f
- f_j0
- f_j0f
- f_j1
- f_j1f
- f_jincpi
- f_jincpif
- f_k0
- f_k0e
- f_k0ef
- f_k0f
- f_k1
- f_k1e
- f_k1ef
- f_k1f
- f_k2f
- f_lgamma
- f_lgamma_r
- f_lgamma_rf
- f_lgammaf
- f_lnbeta
- f_lnbetaf
- f_log
- f_log10
- f_log10f
- f_log10p1
- f_log10p1f
- f_log1p
- f_log1pf
- f_log1pmx
- f_log1pmxf
- f_log2
- f_log2f
- f_log2p1
- f_log2p1f
- f_logf
- f_logistic
- f_logisticf
- f_logit
- f_logitf
- f_pow
- f_powf
- f_powm1
- f_powm1f
- f_rcbrt
- f_rcbrtf
- f_rerf
- f_rerff
- f_rsqrt
- f_rsqrtf
- f_sec
- f_secf
- f_sin
- f_sinc
- f_sincf
- f_sincos
- f_sincosf
- f_sincospi
- f_sincospif
- f_sincpi
- f_sincpif
- f_sinf
- f_sinh
- f_sinhf
- f_sinmx
- f_sinmxf
- f_sinpi
- f_sinpif
- f_sqrt1pm1
- f_sqrt1pm1f
- f_tan
- f_tanf
- f_tanh
- f_tanhf
- f_tanpi
- f_tanpif
- f_tgamma
- f_tgammaf
- f_trigamma
- f_trigammaf
- f_y0
- f_y0f
- f_y1
- f_y1f
- floor
- floorf
- log
- logf
- pow
- powf
- round
- round_ties_even
- roundf
- roundf_ties_even
- sqrtf
- trunc
- truncf