Single Precision Mathematical Functions

acosf acoshf asinf asinhf atan2f atanf atanhf cbrtf ceilf copysignf cosf coshf cospif erfcf erfcinvf erfcxf erff erfinvf exp10f exp2f expf expm1f fabsf fdimf fdividef floorf fmaf fmaxf fminf fmodf frexpf hypotf ilogbf isfinite isinf isnan j0f j1f jnf ldexpf lgammaf llrintf llroundf log10f log1pf log2f logbf logf lrintf lroundf modff nanf nearbyintf nextafterf powf rcbrtf remainderf remquof rintf roundf rsqrtf scalblnf scalbnf signbit sincosf sinf sinhf sinpif sqrtf tanf tanhf tgammaf truncf y0f y1f ynf

__device__ float jnf ( int  n, float  x   ) Calculate the value of the Bessel function of the first kind of order n for the input argument x, . Returns: Returns the value of the Bessel function of the first kind of order n. jnf(n, NaN) returns NaN. jnf(n, x) returns NaN for n < 0. jnf(n, ) returns +0. Note: For accuracy information for this function see the CUDA C Programming Guide, Appendix C, Table C-1.