| __addsf3 | |
| __aeabi_cfcmpeq | |
| __aeabi_cfcmple | |
| __aeabi_cfrcmple | |
| __aeabi_d2lz | |
| __aeabi_d2uiz | |
| __aeabi_d2ulz | |
| __aeabi_dcmpun | |
| __aeabi_f2iz | |
| __aeabi_f2lz | |
| __aeabi_f2ulz | |
| __aeabi_fadd | |
| __aeabi_fcmpeq | |
| __aeabi_fcmpge | |
| __aeabi_fcmpgt | |
| __aeabi_fcmple | |
| __aeabi_fcmplt | |
| __aeabi_fcmpun | |
| __aeabi_fdiv | |
| __aeabi_fmul | |
| __aeabi_frsub | |
| __aeabi_fsub | |
| __aeabi_i2f | |
| __aeabi_l2f | |
| __aeabi_ui2f | |
| __aeabi_ul2f | |
| __cmpsf2 | |
| __divsf3 | |
| __eqsf2 | |
| __exp__D | |
| __fixdfdi | |
| __fixsfdi | |
| __fixsfsi | |
| __fixunsdfdi | |
| __fixunsdfsi | |
| __fixunssfdi | |
| __floatdisf | |
| __floatsisf | |
| __floatundisf | |
| __floatunsisf | |
| __fpclassifyd | |
| __fpclassifyf | |
| __fpclassifyl | |
| __gesf2 | |
| __gtsf2 | |
| __ieee754_rem_pio2 | |
| __ieee754_rem_pio2f | |
| __isfinite | |
| __isfinitef | |
| __isfinitel | |
| __isinf | |
| __isinff | |
| __isinfl | |
| __isnanl | |
| __isnormal | |
| __isnormalf | |
| __isnormall | |
| __kernel_cos | |
| __kernel_cosdf | |
| __kernel_rem_pio2 | |
| __kernel_sin | |
| __kernel_sindf | |
| __kernel_tan | |
| __kernel_tandf | |
| __lesf2 | |
| __log__D | |
| __ltsf2 | |
| __mulsf3 | |
| __nesf2 | |
| __signbit | |
| __signbitf | |
| __signbitl | |
| __subsf3 | |
| __unorddf2 | |
| __unordsf2 | |
| acos | |
| acosf | |
| acosh | |
| acoshf | |
| asin | |
| asinf | |
| asinh | |
| asinhf | |
| atan | |
| atan2 | |
| atan2f | |
| atanf | |
| atanh | |
| atanhf | |
| cbrt | |
| cbrtf | |
| ceil | |
| ceilf | |
| ceill | |
| copysign | |
| copysignf | |
| copysignl | |
| cos | |
| cosf | |
| cosh | |
| coshf | |
| drem | |
| dremf | |
| erf | |
| erfc | |
| erfcf | |
| erff | |
| exp | |
| exp2 | |
| exp2f | |
| expf | |
| expm1 | |
| expm1f | |
| fabs | |
| fabsf | |
| fabsl | |
| fdim | |
| fdimf | |
| fdiml | |
| finite | |
| finitef | |
| floor | |
| floorf | |
| floorl | |
| fma | |
| fmaf | |
| fmax | |
| fmaxf | |
| fmaxl | |
| fmin | |
| fminf | |
| fminl | |
| fmod | |
| fmodf | |
| frexp | |
| frexpf | |
| gamma | |
| gamma_r | |
| gammaf | |
| gammaf_r | |
| hypot | |
| hypotf | |
| ilogb | |
| ilogbf | |
| ilogbl | |
| isnan | |
| isnanf | |
| j0 | |
| j0f | |
| j1 | |
| j1f | |
| jn | |
| jnf | |
| ldexp | |
| ldexpf | |
| ldexpl | |
| lgamma | |
| lgamma_r | |
| lgammaf | |
| lgammaf_r | |
| llrint | |
| llrintf | |
| llround | |
| llroundf | |
| llroundl | |
| log | |
| log10 | |
| log10f | |
| log1p | |
| log1pf | |
| logb | |
| logbf | |
| logf | |
| lrint | |
| lrintf | |
| lround | |
| lroundf | |
| lroundl | |
| modf | |
| modff | |
| nearbyint | |
| nearbyintf | |
| nextafter | |
| nextafterf | |
| nexttowardf | |
| pow | |
| powf | |
| remainder | |
| remainderf | |
| remquo | |
| remquof | |
| rint | |
| rintf | |
| round | |
| roundf | |
| roundl | |
| scalb | |
| scalbf | |
| scalbln | |
| scalblnf | |
| scalblnl | |
| scalbn | |
| scalbnf | |
| scalbnl | |
| significand | |
| significandf | |
| sin | |
| sinf | |
| sinh | |
| sinhf | |
| sqrt | |
| sqrtf | |
| tan | |
| tanf | |
| tanh | |
| tanhf | |
| tgamma | |
| trunc | |
| truncf | |
| truncl | |
| y0 | |
| y0f | |
| y1 | |
| y1f | |
| yn | |
| ynf |