Sun Studio 12: Fortran ライブラリ・リファレンス
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| R |
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| | r_acos(x) ( ) ( ) |
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| | r_acosd(x) ( ) ( ) |
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| | r_acosh(x) ( ) ( ) |
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| | r_acosp(x) ( ) ( ) |
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| | r_acospi(x) ( ) ( ) |
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| | r_addran() ( ) |
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| | r_addrans() ( ) |
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| | r_asin(x) ( ) |
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| | r_asind(x) ( ) |
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| | r_asinh(x) ( ) |
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| | r_asinp(x) ( ) |
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| | r_asinpi(x) ( ) |
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| | r_atan(x) ( ) |
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| | r_atan2(x) ( ) |
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| | r_atan2d(x) ( ) |
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| | r_atan2pi(x) ( ) ( ) |
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| | r_atand(x) ( ) |
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| | r_atanh(x) ( ) |
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| | r_atanp(x) ( ) |
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| | r_atanpi(x) ( ) |
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| | r_cbrt(x) ( ) |
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| | r_ceil(x) ( ) |
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| | r_erf(x) ( ) |
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| | r_erfc(x) ( ) |
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| | r_expml(x) ( ) |
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| | r_floor(x) ( ) |
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| | r_hypot(x) ( ) |
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| | r_infinity() ( ) |
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| | r_j0(x) ( ) |
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| | r_j1(x) ( ) |
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| | r_jn(n, x) ( ) |
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| | r_lcran() ( ) |
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| | r_lcrans() ( ) |
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| | r_lgamma(x) ( ) |
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| | r_log1p(x) ( ) |
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| | r_log2(x) ( ) |
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| | r_logb(x) ( ) |
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| | r_max_normal() ( ) |
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| | r_max_subnormal() ( ) |
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| | r_min_normal() ( ) |
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| | r_min_subnormal() ( ) |
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| | r_nextafter(x,y) ( ) |
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| | r_quiet_nan(n) ( ) |
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| | r_remainder(x,y) ( ) |
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| | r_rint(x) ( ) ( ) |
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| | r_scalbn(x,n) ( ) |
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| | r_shufrans() ( ) |
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| | r_signaling_nan(n) ( ) |
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| | r_significand(x) ( ) |
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| | r_sin(x) ( ) |
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| | r_sincos(x,s,c) ( ) |
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| | r_sincosd(x,s,c) ( ) |
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| | r_sincosp(x,s,c) ( ) |
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| | r_sincospi(x,s,c) ( ) |
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| | r_sind(x) ( ) |
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| | r_sinh(x) ( ) |
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| | r_sinp(x) ( ) |
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| | r_sinpi(x) ( ) |
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| | r_tan(x) ( ) |
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| | r_tand(x) ( ) |
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| | r_tanh(x) ( ) |
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| | r_tanp(x) ( ) |
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| | r_tanpi(x) ( ) |
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| | r_y0(x), ベッセル関数 ( ) |
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| | r_y1(x), ベッセル関数 ( ) |
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| | r_yn(n,x), ベッセル関数 ( ) |
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| | rand ( ) |
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| | rindex ( ) |
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| | rshift ( ) |
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