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| Document revision date: 19 July 1999 | |
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| Previous | Contents | Index |
F_COMPLEX sinhcosh (F_TYPE x)
sinhcosh() computes both the hyperbolic sine and hyperbolic cosine of x.sinhcosh(x) is defined as (sinh x + icosh x).
| Exceptional Argument | Routine Behavior |
|---|---|
| |x| > ln(2 * max_float) | Overflow |
F_TYPE sqrt (F_TYPE x)
sqrt() computes the rounded square root of x.For platforms supporting a signed zero, sqrt(-0) = 0.
| Exceptional Argument | Routine Behavior |
|---|---|
| x < 0 | Invalid argument |
F_TYPE tan (F_TYPE x)
F_TYPE tand (F_TYPE x)
tan() computes the tangent of x, measured in radians.tand() computes the tangent of x, measured in degrees.
| Exceptional Argument | Routine Behavior |
|---|---|
| |x| = infinity | Invalid argument |
| (tand) |x| < (180/pi) * min_float | Underflow |
| (tand) x = (2n+1) * 90 | Overflow |
F_TYPE tanh (F_TYPE x)
tanh() computes the hyperbolic tangent of x.tanh(x) is defined as (exp(x)-exp(-x))/(exp(x) + exp(-x)).
F_TYPE trunc (F_TYPE x)
trunc() truncates x to an integer.
int unordered (F_TYPE x, F_TYPE y)
unordered(x,y) returns the value 1 (true) if x, y, or both, are a NaN and returns the value 0 (false) otherwise.
Table A-1 contains the hexadecimal and decimal boundary values used in DPML calculations and exception checking.
| Data Type | Value for: max_float |
|---|---|
| F | Hexadecimal: FFFF7FFF |
| G | Hexadecimal: FFFFFFFFFFFF7FFF |
| S | Hexadecimal: 7F7FFFFF |
| T | Hexadecimal: 7FEFFFFFFFFFFFFF |
| X | Hexadecimal: 7FFEFFFFFFFFFFFFFFFFFFFFFFFFFFFF |
| F | Decimal: 1.701411e38 |
| G | Decimal: 8.988465674311579e307 |
| S | Decimal: 3.402823e38 |
| T | Decimal: 1.797693134862316e308 |
| X | Decimal: 1.189731495357231765085759326628007016196477e4932 |
| Data Type | Value for: min_float |
| F | Hexadecimal: 00000080 |
| G | Hexadecimal: 0000000000000010 |
| S | Hexadecimal: 00000001 |
| T | Hexadecimal: 0000000000000001 |
| X | Hexadecimal: 00000000000000000000000000000001 |
| F | Decimal: 2.9387359e-39 |
| G | Decimal: 5.562684646268003e-309 |
| S | Decimal: 1.4012985e-45 |
| T | Decimal: 4.940656458412465e-324 |
| X | Decimal: 6.4751751194380251109244389582276465524996e-4966 |
| Data Type | Value for: ln(max_float) |
| F | Hexadecimal: 0F3443B0 |
| G | Hexadecimal: 7B616E3A28B740A6 |
| S | Hexadecimal: 42B17218 |
| T | Hexadecimal: 40862E42FEFA39EF |
| X | Hexadecimal: 400C62E42FEFA39EF35793C7673007E6 |
| F | Decimal: 88.029692 |
| G | Decimal: 709.0895657128241 |
| S | Decimal: 88.7228391 |
| T | Decimal: 709.7827128933840 |
| X | Decimal: 11356.5234062941439494919310779707648912527 |
| Data Type | Value for: ln(min_float) |
| F | Hexadecimal: 7218C3B1 |
| G | Hexadecimal: 39EFFEFA2E42C0A6 |
| S | Hexadecimal: C2CE8ED0 |
| T | Hexadecimal: C0874385446D71C3 |
| X | Hexadecimal: C00C6546282207802C89D24D65E96274 |
| F | Decimal: -88.72284 |
| G | Decimal: -709.7827128933840 |
| S | Decimal: -103.2789 |
| T | Decimal: -744.4400719213813 |
| X | Decimal: -11432.7695961557379335278266113311643138373 |
| Data Type | Value for: ln(2 * max_float) |
| F | Hexadecimal: 721843B1 |
| G | Hexadecimal: 39EFFEFA2E4240A6 |
| S | Hexadecimal: 42B2D4FC |
| T | Hexadecimal: 408633CE8FB9F87E |
| X | Hexadecimal: 400C62E9BB80635D81D36125B64DA4A6 |
| F | Decimal: 88.72284 |
| G | Decimal: 709.7827128933840 |
| S | Decimal: 89.41599 |
| T | Decimal: 710.4758600739439 |
| X | Decimal: 11357.2165534747038948013483100922230678208 |
| Data Type | Value for: (180/pi) * min_float |
| F | Hexadecimal: 2EE10365 |
| G | Hexadecimal: C1F81A63A5DC006C |
| S | Hexadecimal: 00000039 |
| T | Hexadecimal: 0000000000000039 |
| X | Hexadecimal: 00000000000000000000000000000039 |
| F | Decimal: 1.683772e-37 |
| G | Decimal: 3.187183529933798e-307 |
| S | Decimal: 8.028849e-44 |
| T | Decimal: 2.830787630910868e-322 |
| X | Decimal: 3.71000205951917569316937757202433432154392e-4964 |
| Data Type | Value for: lgamma_max_float |
| F | Hexadecimal: 50F97CC6 |
| G | Hexadecimal: F55FC5015ABD7F67 |
| S | Hexadecimal: 7BC650F9 |
| T | Hexadecimal: 7F475ABDC501F55F |
| X | Hexadecimal: 7FF171AA9917FFFBD7EA44AE6D203DF6 |
| F | Decimal: 2.0594342e36 |
| G | Decimal: 1.2812545499066958e305 |
| S | Decimal: 2.0594342e36 |
| T | Decimal: 1.2812545499066958e305 |
| X | Decimal: 1.0485738685148938358098967157129705040168e4928 |
Each entry-point name in Table B-1 is unique and corresponds to data-type specific calculations in a DPML routine. For example, the acos function has five entry-point-names for the OpenVMS Alpha operating system. Because five floating-point data types are available, five acos routines are provided: math$acos_s, math$acos_t, math$acos_f, math$acos_g, and math$acos_x. Use the entry-point name that corresponds to your input argument data type.
| Entry-Point Names | |||||
|---|---|---|---|---|---|
| Generic Function Name | Data Type Required | OpenVMS Alpha | DIGITAL UNIX Alpha | ||
| acos | S_FLOAT | math$acos_s | acosf | ||
| T_FLOAT | math$acos_t | acos | |||
| X_FLOAT | math$acos_x | ||||
| F_FLOAT | math$acos_f | ||||
| G_FLOAT | math$acos_g | ||||
| acosd | S_FLOAT | math$acosd_s | acosdf | ||
| T_FLOAT | math$acosd_t | acosd | |||
| X_FLOAT | math$acosd_x | ||||
| F_FLOAT | math$acosd_f | ||||
| G_FLOAT | math$acosd_g | ||||
| acosh | S_FLOAT | math$acosh_s | acoshf | ||
| T_FLOAT | math$acosh_t | acosh | |||
| X_FLOAT | math$acosh_x | ||||
| F_FLOAT | math$acosh_f | ||||
| G_FLOAT | math$acosh_g | ||||
| asin | S_FLOAT | math$asin_s | asinf | ||
| T_FLOAT | math$asin_t | asin | |||
| X_FLOAT | math$asin_x | ||||
| F_FLOAT | math$asin_f | ||||
| G_FLOAT | math$asin_g | ||||
| asind | S_FLOAT | math$asind_s | asindf | ||
| T_FLOAT | math$asind_t | asind | |||
| X_FLOAT | math$asind_x | ||||
| F_FLOAT | math$asind_f | ||||
| G_FLOAT | math$asind_g | ||||
| asinh | S_FLOAT | math$asinh_s | asinhf | ||
| T_FLOAT | math$asinh_t | asinh | |||
| X_FLOAT | math$asinh_x | ||||
| F_FLOAT | math$asinh_f | ||||
| G_FLOAT | math$asinh_g | ||||
| atan | S_FLOAT | math$atan_s | atanf | ||
| T_FLOAT | math$atan_t | atan | |||
| X_FLOAT | math$atan_x | ||||
| F_FLOAT | math$atan_f | ||||
| G_FLOAT | math$atan_g | ||||
| atan2 | S_FLOAT | math$atan2_s | atan2f | ||
| T_FLOAT | math$atan2_t | atan2 | |||
| X_FLOAT | math$atan2_x | ||||
| F_FLOAT | math$atan2_f | ||||
| G_FLOAT | math$atan2_g | ||||
| atand | S_FLOAT | math$atand_s | atandf | ||
| T_FLOAT | math$atand_t | atand | |||
| X_FLOAT | math$atand_x | ||||
| F_FLOAT | math$atand_f | ||||
| G_FLOAT | math$atand_g | ||||
| atand2 | S_FLOAT | math$atand2_s | atand2f | ||
| T_FLOAT | math$atand2_t | atand2 | |||
| X_FLOAT | math$atand2_x | ||||
| F_FLOAT | math$atand2_f | ||||
| G_FLOAT | math$atand2_g | ||||
| atanh | S_FLOAT | math$atanh_s | atanhf | ||
| T_FLOAT | math$atanh_t | atanh | |||
| X_FLOAT | math$atanh_x | ||||
| F_FLOAT | math$atanh_f | ||||
| G_FLOAT | math$atanh_g | ||||
| cabs | S_FLOAT | math$hypot_s | cabsf | ||
| T_FLOAT | math$hypot_t | cabs | |||
| X_FLOAT | math$hypot_x | ||||
| F_FLOAT | math$hypot_f | ||||
| G_FLOAT | math$hypot_g | ||||
| cbrt | S_FLOAT | math$cbrt_s | cbrtf | ||
| T_FLOAT | math$cbrt_t | cbrt | |||
| X_FLOAT | math$cbrt_x | ||||
| F_FLOAT | math$cbrt_f | ||||
| G_FLOAT | math$cbrt_g | ||||
| ccos | S_FLOAT | math$ccos_s | ccosf | ||
| T_FLOAT | math$ccos_t | ccos | |||
| X_FLOAT | math$ccos_x | ||||
| F_FLOAT | math$ccos_f | ||||
| G_FLOAT | math$ccos_g | ||||
| cdiv | S_FLOAT | math$cdiv_s | cdivf | ||
| T_FLOAT | math$cdiv_t | cdiv | |||
| X_FLOAT | math$cdiv_x | ||||
| F_FLOAT | math$cdiv_f | ||||
| G_FLOAT | math$cdiv_g | ||||
| ceil | S_FLOAT | math$ceil_s | ceilf | ||
| T_FLOAT | math$ceil_t | ceil | |||
| X_FLOAT | math$ceil_x | ||||
| F_FLOAT | math$ceil_f | ||||
| G_FLOAT | math$ceil_g | ||||
| cexp | S_FLOAT | math$cexp_s | cexpf | ||
| T_FLOAT | math$cexp_t | cexp | |||
| X_FLOAT | math$cexp_x | ||||
| F_FLOAT | math$cexp_f | ||||
| G_FLOAT | math$cexp_g | ||||
| clog | S_FLOAT | math$clog_s | clogf | ||
| T_FLOAT | math$clog_t | clog | |||
| X_FLOAT | math$clog_x | ||||
| F_FLOAT | math$clog_f | ||||
| G_FLOAT | math$clog_g | ||||
| cmul | S_FLOAT | math$cmul_s | cmulf | ||
| T_FLOAT | math$cmul_t | cmul | |||
| X_FLOAT | math$cmul_x | ||||
| F_FLOAT | math$cmul_f | ||||
| G_FLOAT | math$cmul_g | ||||
| copysign | S_FLOAT | math$copysign_s | copysignf | ||
| T_FLOAT | math$copysign_t | copysign | |||
| X_FLOAT | math$copysign_x | ||||
| F_FLOAT | math$copysign_f | ||||
| G_FLOAT | math$copysign_g | ||||
| cos | S_FLOAT | math$cos_s | cosf | ||
| T_FLOAT | math$cos_t | cos | |||
| X_FLOAT | math$cos_x | ||||
| F_FLOAT | math$cos_f | ||||
| G_FLOAT | math$cos_g | ||||
| cosd | S_FLOAT | math$cosd_s | cosdf | ||
| T_FLOAT | math$cosd_t | cosd | |||
| X_FLOAT | math$cosd_x | ||||
| F_FLOAT | math$cosd_f | ||||
| G_FLOAT | math$cosd_g | ||||
| cosh | S_FLOAT | math$cosh_s | coshf | ||
| T_FLOAT | math$cosh_t | cosh | |||
| X_FLOAT | math$cosh_x | ||||
| F_FLOAT | math$cosh_f | ||||
| G_FLOAT | math$cosh_g | ||||
| cot | S_FLOAT | math$cot_s | cotf | ||
| T_FLOAT | math$cot_t | cot | |||
| X_FLOAT | math$cot_x | ||||
| F_FLOAT | math$cot_f | ||||
| G_FLOAT | math$cot_g | ||||
| cotd | S_FLOAT | math$cotd_s | cotdf | ||
| T_FLOAT | math$cotd_t | cotd | |||
| X_FLOAT | math$cotd_x | ||||
| F_FLOAT | math$cotd_f | ||||
| G_FLOAT | math$cotd_g | ||||
| cpow | S_FLOAT | math$cpow_s | cpowf | ||
| T_FLOAT | math$cpow_t | cpow | |||
| X_FLOAT | math$cpow_x | ||||
| F_FLOAT | math$cpow_f | ||||
| G_FLOAT | math$cpow_g | ||||
| csin | S_FLOAT | math$csin_s | csinf | ||
| T_FLOAT | math$csin_t | csin | |||
| X_FLOAT | math$csin_x | ||||
| F_FLOAT | math$csin_f | ||||
| G_FLOAT | math$csin_g | ||||
| csqrt | S_FLOAT | math$csqrt_s | csqrtf | ||
| T_FLOAT | math$csqrt_t | csqrt | |||
| X_FLOAT | math$csqrt_x | ||||
| F_FLOAT | math$csqrt_f | ||||
| G_FLOAT | math$csqrt_g | ||||
| cvt_ftof | All supported types | cvt_ftof | |||
| drem | S_FLOAT | math$rem_s | dremf | ||
| T_FLOAT | math$rem_t | drem | |||
| X_FLOAT | math$rem_x | ||||
| F_FLOAT | math$rem_f | ||||
| G_FLOAT | math$rem_g | ||||
| erf | S_FLOAT | math$erf_s | erff | ||
| T_FLOAT | math$erf_t | erf | |||
| X_FLOAT | math$erf_x | ||||
| F_FLOAT | math$erf_f | ||||
| G_FLOAT | math$erf_g | ||||
| erfc | S_FLOAT | math$erfc_s | erfcf | ||
| T_FLOAT | math$erfc_t | erfc | |||
| X_FLOAT | math$erfc_x | ||||
| F_FLOAT | math$erfc_f | ||||
| G_FLOAT | math$erfc_g | ||||
| exp | S_FLOAT | math$exp_s | expf | ||
| T_FLOAT | math$exp_t | exp | |||
| X_FLOAT | math$exp_x | ||||
| F_FLOAT | math$exp_f | ||||
| G_FLOAT | math$exp_g | ||||
| expm1 | S_FLOAT | math$expm1_s | expm1f | ||
| T_FLOAT | math$expm1_t | expm1 | |||
| X_FLOAT | math$expm1_x | ||||
| F_FLOAT | math$expm1_f | ||||
| G_FLOAT | math$expm1_g | ||||
| fabs | S_FLOAT | math$fabs_s | fabsf | ||
| T_FLOAT | math$fabs_t | fabs | |||
| X_FLOAT | math$fabs_x | ||||
| F_FLOAT | math$fabs_f | ||||
| G_FLOAT | math$fabs_g | ||||
| finite | S_FLOAT | math$finite_s | finitef | ||
| T_FLOAT | math$finite_t | finite | |||
| X_FLOAT | math$finite_x | ||||
| F_FLOAT | math$finite_f | ||||
| G_FLOAT | math$finite_g | ||||
| floor | S_FLOAT | math$floor_s | floorf | ||
| T_FLOAT | math$floor_t | floor | |||
| X_FLOAT | math$floor_x | ||||
| F_FLOAT | math$floor_f | ||||
| G_FLOAT | math$floor_g | ||||
| fmod | S_FLOAT | math$mod_s | fmodf | ||
| T_FLOAT | math$mod_t | fmod | |||
| X_FLOAT | math$mod_x | ||||
| F_FLOAT | math$mod_f | ||||
| G_FLOAT | math$mod_g | ||||
| fp_class | S_FLOAT | math$fp_class_s | fp_classf | ||
| T_FLOAT | math$fp_class_t | fp_class | |||
| X_FLOAT | math$fp_class_x | ||||
| F_FLOAT | math$fp_class_f | ||||
| G_FLOAT | math$fp_class_g | ||||
| frexp | S_FLOAT | math$frexp_s | frexpf | ||
| T_FLOAT | math$frexp_t | frexp | |||
| X_FLOAT | math$frexp_x | ||||
| F_FLOAT | math$frexp_f | ||||
| G_FLOAT | math$frexp_g | ||||
| hypot | S_FLOAT | math$hypot_s | hypotf | ||
| T_FLOAT | math$hypot_t | hypot | |||
| X_FLOAT | math$hypot_x | ||||
| F_FLOAT | math$hypot_f | ||||
| G_FLOAT | math$hypot_g | ||||
| ilogb | S_FLOAT | math$ilogb_s | ilogbf | ||
| T_FLOAT | math$ilogb_t | ilogb | |||
| X_FLOAT | math$ilogb_x | ||||
| F_FLOAT | math$ilogb_f | ||||
| G_FLOAT | math$ilogb_g | ||||
| isnan | S_FLOAT | math$isnan_s | isnanf | ||
| T_FLOAT | math$isnan_t | isnan | |||
| X_FLOAT | math$isnan_x | ||||
| F_FLOAT | math$isnan_f | ||||
| G_FLOAT | math$isnan_g | ||||
| j0 | S_FLOAT | math$j0_s | j0f | ||
| T_FLOAT | math$j0_t | j0 | |||
| X_FLOAT | math$j0_x | ||||
| F_FLOAT | math$j0_f | ||||
| G_FLOAT | math$j0_g | ||||
| j1 | S_FLOAT | math$j1_s | j1f | ||
| T_FLOAT | math$j1_t | j1 | |||
| X_FLOAT | math$j1_x | ||||
| F_FLOAT | math$j1_f | ||||
| G_FLOAT | math$j1_g | ||||
| jn | S_FLOAT | math$jn_s | jnf | ||
| T_FLOAT | math$jn_t | jn | |||
| X_FLOAT | math$jn_x | ||||
| F_FLOAT | math$jn_f | ||||
| G_FLOAT | math$jn_g | ||||
| ldexp | S_FLOAT | math$ldexp_s | ldexpf | ||
| T_FLOAT | math$ldexp_t | ldexp | |||
| X_FLOAT | math$ldexp_x | ||||
| F_FLOAT | math$ldexp_f | ||||
| G_FLOAT | math$ldexp_g | ||||
| lgamma | S_FLOAT | math$lgamma_s | lgammaf | ||
| T_FLOAT | math$lgamma_t | lgamma | |||
| X_FLOAT | math$lgamma_x | ||||
| F_FLOAT | math$lgamma_f | ||||
| G_FLOAT | math$lgamma_g | ||||
| ln | S_FLOAT | math$ln_s | logf | ||
| T_FLOAT | math$ln_t | log | |||
| X_FLOAT | math$ln_x | ||||
| F_FLOAT | math$ln_f | ||||
| G_FLOAT | math$ln_g | ||||
| log2 | S_FLOAT | math$log2_s | log2f | ||
| T_FLOAT | math$log2_t | log2 | |||
| X_FLOAT | math$log2_x | ||||
| F_FLOAT | math$log2_f | ||||
| G_FLOAT | math$log2_g | ||||
| log10 | S_FLOAT | math$log10_s | log10f | ||
| T_FLOAT | math$log10_t | log10 | |||
| X_FLOAT | math$log10_x | ||||
| F_FLOAT | math$log10_f | ||||
| G_FLOAT | math$log10_g | ||||
| log1p | S_FLOAT | math$log1p_s | log1pf | ||
| T_FLOAT | math$log1p_t | log1p | |||
| X_FLOAT | math$log1p_x | ||||
| F_FLOAT | math$log1p_f | ||||
| G_FLOAT | math$log1p_g | ||||
| logb | S_FLOAT | math$logb_s | logbf | ||
| T_FLOAT | math$logb_t | logb | |||
| X_FLOAT | math$logb_x | ||||
| F_FLOAT | math$logb_f | ||||
| G_FLOAT | math$logb_g | ||||
| modf | S_FLOAT | math$modf_s | modff | ||
| T_FLOAT | math$modf_t | modf | |||
| X_FLOAT | math$modf_x | ||||
| F_FLOAT | math$modf_f | ||||
| G_FLOAT | math$modf_g | ||||
| nextafter | S_FLOAT | math$nextafter_s | nextafterf | ||
| T_FLOAT | math$nextafter_t | nextafter | |||
| X_FLOAT | math$nextafter_x | ||||
| F_FLOAT | math$nextafter_f | ||||
| G_FLOAT | math$nextafter_g | ||||
| nint | S_FLOAT | math$nint_s | nintf | ||
| T_FLOAT | math$nint_t | nint | |||
| X_FLOAT | math$nint_x | ||||
| F_FLOAT | math$nint_f | ||||
| G_FLOAT | math$nint_g | ||||
| pow | S_FLOAT | math$pow_ss | powf | ||
| T_FLOAT | math$pow_tt | pow | |||
| X_FLOAT | math$pow_xx | ||||
| F_FLOAT | math$pow_ff | ||||
| G_FLOAT | math$pow_gg | ||||
| random | S_FLOAT | math$random_l_s | |||
| T_FLOAT | |||||
| X_FLOAT | |||||
| F_FLOAT | math$random_l_f | ||||
| G_FLOAT | |||||
| remainder | S_FLOAT | math$rem_s | remainderf | ||
| T_FLOAT | math$rem_t | remainder | |||
| X_FLOAT | math$rem_x | ||||
| F_FLOAT | math$rem_f | ||||
| G_FLOAT | math$rem_g | ||||
| rint | S_FLOAT | math$rint_s | rintf | ||
| T_FLOAT | math$rint_t | rint | |||
| X_FLOAT | math$rint_x | ||||
| F_FLOAT | math$rint_f | ||||
| G_FLOAT | math$rint_g | ||||
| scalb | S_FLOAT | math$scalb_s | scalbf | ||
| T_FLOAT | math$scalb_t | scalb | |||
| X_FLOAT | math$scalb_x | ||||
| F_FLOAT | math$scalb_f | ||||
| G_FLOAT | math$scalb_g | ||||
| sin | S_FLOAT | math$sin_s | sinf | ||
| T_FLOAT | math$sin_t | sin | |||
| X_FLOAT | math$sin_x | ||||
| F_FLOAT | math$sin_f | ||||
| G_FLOAT | math$sin_g | ||||
| sincos | S_FLOAT | math$sincos_s | sincosf | ||
| T_FLOAT | math$sincos_t | sincos | |||
| X_FLOAT | math$sincos_x | ||||
| F_FLOAT | math$sincos_f | ||||
| G_FLOAT | math$sincos_g | ||||
| sincosd | S_FLOAT | math$sincosd_s | sincosdf | ||
| T_FLOAT | math$sincosd_t | sincosd | |||
| X_FLOAT | math$sincosd_x | ||||
| F_FLOAT | math$sincosd_f | ||||
| G_FLOAT | math$sincosd_g | ||||
| sind | S_FLOAT | math$sind_s | sindf | ||
| T_FLOAT | math$sind_t | sind | |||
| X_FLOAT | math$sind_x | ||||
| F_FLOAT | math$sind_f | ||||
| G_FLOAT | math$sind_g | ||||
| sinh | S_FLOAT | math$sinh_s | sinhf | ||
| T_FLOAT | math$sinh_t | sinh | |||
| X_FLOAT | math$sinh_x | ||||
| F_FLOAT | math$sinh_f | ||||
| G_FLOAT | math$sinh_g | ||||
| sinhcosh | S_FLOAT | math$sinhcosh_s | sinhcoshf | ||
| T_FLOAT | math$sinhcosh_t | sinhcosh | |||
| X_FLOAT | math$sinhcosh_x | ||||
| F_FLOAT | math$sinhcosh_f | ||||
| G_FLOAT | math$sinhcosh_g | ||||
| sqrt | S_FLOAT | math$sqrt_s | sqrtf | ||
| T_FLOAT | math$sqrt_t | sqrt | |||
| X_FLOAT | math$sqrt_x | ||||
| F_FLOAT | math$sqrt_f | ||||
| G_FLOAT | math$sqrt_g | ||||
| tan | S_FLOAT | math$tan_s | tanf | ||
| T_FLOAT | math$tan_t | tan | |||
| X_FLOAT | math$tan_x | ||||
| F_FLOAT | math$tan_f | ||||
| G_FLOAT | math$tan_g | ||||
| tand | S_FLOAT | math$tand_s | tandf | ||
| T_FLOAT | math$tand_t | tand | |||
| X_FLOAT | math$tand_x | ||||
| F_FLOAT | math$tand_f | ||||
| G_FLOAT | math$tand_g | ||||
| tanh | S_FLOAT | math$tanh_s | tanhf | ||
| T_FLOAT | math$tanh_t | tanh | |||
| X_FLOAT | math$tanh_x | ||||
| F_FLOAT | math$tanh_f | ||||
| G_FLOAT | math$tanh_g | ||||
| trunc | S_FLOAT | math$trunc_s | truncf | ||
| T_FLOAT | math$trunc_t | trunc | |||
| X_FLOAT | math$trunc_x | ||||
| F_FLOAT | math$trunc_f | ||||
| G_FLOAT | math$trunc_g | ||||
| unordered | S_FLOAT | math$unordered_s | unorderedf | ||
| T_FLOAT | math$unordered_t | unordered | |||
| X_FLOAT | math$unordered_x | ||||
| F_FLOAT | math$unordered_f | ||||
| G_FLOAT | math$unordered_g | ||||
| y0 | S_FLOAT | math$y0_s | y0f | ||
| T_FLOAT | math$y0_t | y0 | |||
| X_FLOAT | math$y0_x | ||||
| F_FLOAT | math$y0_f | ||||
| G_FLOAT | math$y0_g | ||||
| y1 | S_FLOAT | math$y1_s | y1f | ||
| T_FLOAT | math$y1_t | y1 | |||
| X_FLOAT | math$y1_x | ||||
| F_FLOAT | math$y1_f | ||||
| G_FLOAT | math$y1_g | ||||
| yn | S_FLOAT | math$yn_s | ynf | ||
| T_FLOAT | math$yn_t | yn | |||
| X_FLOAT | math$yn_x | ||||
| F_FLOAT | math$yn_f | ||||
| G_FLOAT | math$yn_g | ||||
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