Module special_fun::unsafe_cephes_double
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Low-level bindings to double-precision Cephes functions.
This provides access to the C function implemented in Cephes for maximum flexibility.
Functions
- acos⚠Inverse circular cosine.
- Inverse hyperbolic cosine.
- airy⚠Airy function.
- asin⚠Inverse circular sine.
- Inverse hyperbolic sine.
- atan⚠Inverse circular tangent.
- Quadrant-correct inverse circular tangent.
- Inverse hyperbolic tangent.
- bdtr⚠Binomial distribution.
- Complemented binomial distribution.
- Inverse of binomial distribution.
- beta⚠Beta function.
- Beta distribution.
- cbrt⚠Cube root.
- ceil⚠Smallest integer greater than or equal to x.
- Chi-square distribution.
- Complemented chi-square distribution.
- Inverse of complemented chi-square distribution.
- cos⚠Circular cosine.
- cosh⚠Hyperbolic cosine.
- Compute accurately cos(x) - 1 for x close to 0.
- Dawson’s integral.
- ei⚠Exponential integral.
- Incomplete elliptic integral of the second kind.
- Incomplete elliptic integral of the first kind.
- Complete elliptic integral of the second kind.
- Jacobian elliptic function.
- Complete elliptic integral of the first kind.
- erf⚠Error function.
- erfc⚠Complementary error function.
- exp⚠Exponential function.
- exp2⚠Base 2 exponential function.
- Base 10 exponential function.
- Compute accurately exponential of squared argument.
- Compute accurately exp(x) - 1 for x close to 0.
- fabs⚠Absolute value.
- fac⚠Factorial function.
- fdtr⚠F distribution.
- Complemented F distribution.
- Inverse of complemented F distribution.
- Largest integer less than or equal to x.
- Fresnel integral.
- Return the significand between 0.5 and 1. Write exponent to expnt. x = y * 2**expn
- Gamma function.
- gdtr⚠Gamma distribution.
- Complemented gamma distribution.
- Gauss hypergeometric function 2F1.
- Confluent hypergeometric function 1F1.
- i0⚠Modified Bessel function of order zero.
- i0e⚠Modified Bessel function of order zero, exponentially scaled.
- i1⚠Modified Bessel function of order one.
- i1e⚠Modified Bessel function of order one, exponentially scaled.
- igam⚠Regularized incomplete gamma integral.
- Complemented incomplete gamma integral.
- Inverse of complemented incomplete gamma integral.
- Regularized incomplete beta function.
- Inverse of incomplete beta integral.
- Return 1 if x is finite, else 0.
- Return 1 if x is NaN, else 0.
- iv⚠Modified Bessel function of real order.
- j0⚠Bessel function of order zero.
- j1⚠Bessel function of order one.
- jn⚠Bessel function of integer order.
- jv⚠Bessel function of real order.
- k0⚠Modified Bessel function of the third kind, order zero.
- k0e⚠Modified Bessel function of the third kind, order zero, exponentially scaled.
- k1⚠Modified Bessel function of the third kind, order one.
- k1e⚠Modified Bessel function of the third kind, order one, exponentially scaled.
- kn⚠Modified Bessel function of the third kind, integer order.
- Multiply x by 2**n.
- lgam⚠Natural logarithm of gamma function.
- log⚠Natural logarithm.
- Compute accurately log(1 + x) for x close to 0.
- log2⚠Base 2 logarithm.
- Common logarithm.
- Integer square root.
- Negative binomial distribution.
- Complemented negative binomial distribution.
- Inverse of negative binomial distribution.
- ndtr⚠Normal distribution.
- Inverse of normal distribution.
- Hypergeometric function 1F2.
- pdtr⚠Poisson distribution.
- Complemented Poisson distribution.
- Inverse of Poisson distribution.
- Integral of Planck’s black body radiation formula.
- pow⚠Power function.
- powi⚠Integer power function.
- psi⚠Psi (digamma) function.
- Reciprocal gamma function.
- Round to nearest or event integer valued f64.
- Hyperbolic sine and cosine integrals.
- sici⚠Sine and cosine integrals.
- Return 1 if the sign bit of x is 1, else 0.
- sin⚠Circular sine.
- sinh⚠Hyperbolic sine.
- Dilogarithm (Spence’s function).
- sqrt⚠Square root.
- Student’s t distribution.
- Inverse of Student’s t distribution.
- Struve function.
- tan⚠Circular tangent.
- tanh⚠Hyperbolic tangent.
- Hypergeometric function 3F0.
- y0⚠Bessel function of the second kind, order zero.
- y1⚠Bessel function of the second kind, order one.
- yn⚠Bessel function of the second kind, integer order.
- yv⚠Bessel function of the second kind, real order.
- zeta⚠Riemann zeta function of two arguments.
- Riemann zeta function.