A | |
acos [Posix_math] | acos x calculates the arc cosine of x; in principle cos (acos x) = x holds but for floating point rounding errors.
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acosh [Posix_math] | acosh x computes the hyperbolic cosine of x; in principle cosh (acosh x) = x holds but for floating point rounding errors.
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asin [Posix_math] | asin x computes the arc sine os x; in principle sin (asin x) = x holds but for floating point rounding errors.
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asinh [Posix_math] | asinh x computes the inverse hyperbolic sine of x; in principle sinh (asinh x) = x holds but for floating point rounding errors.
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atan [Posix_math] | atan x computes the arc tangent of x; in principle tan (atan x) = x holds but for floating point rounding errors.
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atan2 [Posix_math] | atan2 x y computes the arc tangent of y ./ x in radians.
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atanh [Posix_math] | atanh x computes the inverse hyperbolic tangent of x; in principle tanh (atanh x) = x holds but for floating point rounding errors.
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C | |
cabs [Posix_math] | cabs z returns the absolute value of the complex number z .
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cacos [Posix_math] | cacos z calculates the complex arc cosine of z .
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cacosh [Posix_math] | cacosh z calculates the complex arc hyperbolic cosine of z .
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carg [Posix_math] | carg z computes the radius of the number z in polar coordinates.
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casin [Posix_math] | casin z computes the complex arc sine of z .
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casinh [Posix_math] | casinh z computes the complex arc hyperbolic sine of z.
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catan [Posix_math] | catan z computes the complex arc tangent of z.
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catanh [Posix_math] | catanh z computes the complex arc hyperbolic tangent of z.
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cbrt [Posix_math] | cbrt x computes the (real) cube root of x .
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ccos [Posix_math] | ccos z computes the complex cosine of z .
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ccosh [Posix_math] | ccosh z computes the complex hyperbolic cosine of z .
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ceil [Posix_math] | ceil x computes the smallest integral value not less than x .
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cexp [Posix_math] | cexp z computes the complex exponent of z , defined as e^z.
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cimag [Posix_math] | cimag z computes the imaginary part of z .
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clog [Posix_math] | clog z computes the complex natural (base e) logarithm of z , with a branch cut along the negative real axis.
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conj [Posix_math] | conj z computes the complex conjugate of z , by reversing the sign of its imaginary part.
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copysign [Posix_math] | copysign x y computes a value with the magnitude of x and the sign of y .
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cos [Posix_math] | cos x computes the cosine of x , measured in radians.
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cosh [Posix_math] | cosh computes the hyperbolic cosine of x .
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cpow [Posix_math] | cpow x y computes the complex power function x^y, with a branch cut for the first parameter along the negative real axis.
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cproj [Posix_math] | cproj z computes a projection of z onto the Riemann sphere.
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creal [Posix_math] | creal z computes the real part of z .
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csin [Posix_math] | csin z computes the complex sine of z .
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csinh [Posix_math] | csinh z computes the complex hyperbolic sine of z .
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csqrt [Posix_math] | csqrt z computes the complex square root of z , with a branch cut along the negative real axis.
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ctan [Posix_math] | ctan z compute the complex tangent of z .
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ctanh [Posix_math] | ctanh z computes the complex hyperbolic tangent of z .
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E | |
exp [Posix_math] | exp x computes the base-e exponential of x .
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F | |
fe_all_except [Posix_math.Fexcepts] | |
fe_divbyzero [Posix_math.Fexcepts] | |
fe_downward [Posix_math.Fround] | |
fe_inexact [Posix_math.Fexcepts] | |
fe_invalid [Posix_math.Fexcepts] | |
fe_overflow [Posix_math.Fexcepts] | |
fe_tonearest [Posix_math.Fround] | |
fe_towardzero [Posix_math.Fround] | |
fe_underflow [Posix_math.Fexcepts] | |
fe_upward [Posix_math.Fround] | |
feclearexcept [Posix_math] | |
fegetenv [Posix_math] | |
fegetexceptflag [Posix_math] | |
fegetround [Posix_math] | |
feholdexcept [Posix_math] | |
feraiseexcept [Posix_math] | |
fesetenv [Posix_math] | |
fesetexceptflag [Posix_math] | |
fesetround [Posix_math] | |
fetestexcept [Posix_math] | |
feupdateenv [Posix_math] | |
L | |
ldexp [Posix_math] | ldexp x i computes the quantity x .* 2 ^ exp .
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lgamma [Posix_math] | lgamma x returns the natural logarithm of the absolute value of the Gamma function.
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llrint [Posix_math] | llrint x rounds it's argument to the nearest integer value, rounding according to the current rounding direction.
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llround [Posix_math] | llround x rounds it's argument to the nearest integer value, rounding halfway cases away from zero, regardless of the current rounding direction.
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log [Posix_math] | log x computes the natural logarithm of their argument x .
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log10 [Posix_math] | log10 x computes the base 10 logarithm of their argument x .
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log1p [Posix_math] | log1p x returns a value equivalent to log (1 + x) .
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log2 [Posix_math] | log2 x computes the base 2 logarithm of their argument x .
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logb [Posix_math] | logb x extracts the exponent from the internal floating-point representation of x and return it as a floating-point value.
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lrint [Posix_math] | lrint x rounds it's argument to the nearest integer value, rounding according to the current rounding direction.
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lround [Posix_math] | lround x rounds it's argument to the nearest integer value, rounding halfway cases away from zero, regardless of the current rounding direction.
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M | |
modf [Posix_math] | modf x break the argument x into integral and fractional parts, each of which has the same sign as the argument.
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N | |
nearbyint [Posix_math] | nearbyint x rounds it's argument to an integer value in floating-point format, using the current rounding direction and without raising the inexact floating-point exception.
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nextafter [Posix_math] | nextafter x y computes the next representable floating-point value following x in the direction of y.
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nexttoward [Posix_math] | |
P | |
pow [Posix_math] | pow x y computes the value of x raised to the power y .
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R | |
remainder [Posix_math] | remainder x y computes the remainder of dividing x by y .
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remquo [Posix_math] | remquo x y
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rint [Posix_math] | |
round [Posix_math] | |
S | |
scalbln [Posix_math] | |
scalbn [Posix_math] | |
signbit [Posix_math] | |
sin [Posix_math] | |
sinh [Posix_math] | |
sqrt [Posix_math] | |
T | |
tan [Posix_math] | |
tanh [Posix_math] | |
tgamma [Posix_math] | |
trunc [Posix_math] | |
U | |
union [Posix_math.Fexcepts] |