| acoshq.c | |||
| acosq.c | |||
| asinhq.c | |||
| asinq.c | |||
| atan2q.c | |||
| atanhq.c | |||
| atanq.c | |||
| cacoshq.c | |||
| cacosq.c | |||
| casinhq.c | |||
| casinhq_kernel.c | |||
| casinq.c | |||
| catanhq.c | |||
| catanq.c | |||
| cbrtq.c | |||
| ccoshq.c | |||
| ceilq.c | |||
| cexpq.c | |||
| cimagq.c | |||
| clog10q.c | |||
| clogq.c | |||
| complex.c | |||
| conjq.c | |||
| copysignq.c | |||
| coshq.c | |||
| cosq.c | |||
| cosq_kernel.c | |||
| cprojq.c | |||
| crealq.c | |||
| csinhq.c | |||
| csinq.c | |||
| csqrtq.c | |||
| ctanhq.c | |||
| ctanq.c | |||
| erfq.c | |||
| exp2q.c | |||
| expm1q.c | |||
| expq.c | |||
| expq_table.h | |||
| fabsq.c | |||
| fdimq.c | |||
| finiteq.c | |||
| floorq.c | |||
| fmaq.c | |||
| fmaxq.c | |||
| fminq.c | |||
| fmodq.c | |||
| frexpq.c | |||
| hypotq.c | |||
| ilogbq.c | |||
| isinfq.c | |||
| isnanq.c | |||
| issignalingq.c | |||
| j0q.c | |||
| j1q.c | |||
| jnq.c | |||
| ldexpq.c | |||
| lgammaq.c | |||
| lgammaq_neg.c | |||
| lgammaq_product.c | |||
| llrintq.c | |||
| llroundq.c | |||
| log10q.c | |||
| log1pq.c | |||
| log2q.c | |||
| logbq.c | |||
| logq.c | |||
| lrintq.c | |||
| lroundq.c | |||
| modfq.c | |||
| nanq.c | |||
| nearbyintq.c | |||
| nextafterq.c | |||
| powq.c | |||
| rem_pio2q.c | |||
| remainderq.c | |||
| remquoq.c | |||
| rintq.c | |||
| roundq.c | |||
| scalblnq.c | |||
| scalbnq.c | |||
| signbitq.c | |||
| sincos_table.c | |||
| sincosq.c | |||
| sincosq_kernel.c | |||
| sinhq.c | |||
| sinq.c | |||
| sinq_kernel.c | |||
| sqrtq.c | |||
| tanhq.c | |||
| tanq.c | |||
| tanq_kernel.c | |||
| tgammaq.c | |||
| tgammaq_product.c | |||
| truncq.c | |||
| x2y2m1q.c |