Calculation of gamma function
Calculation of gamma function
(betacf x a b)
Evaluates the continued fraction for the incomplete beta function. Modified Lentz's method.
Evaluates the continued fraction for the incomplete beta function. Modified Lentz's method.
(erfc x)
Computes the complementary error function.
Computes the complementary error function.
(erfcinv p)
Computes the inverse of the complementary error function.
Computes the inverse of the complementary error function.
(gamma-pinv p a)
Returns the inverse of the lower regularized incomplete gamma function.
Returns the inverse of the lower regularized incomplete gamma function.
(ibeta x a b)
Returns the incomplete beta function I_x(a,b).
Returns the incomplete beta function I_x(a,b).
(ibetainv p a b)
Returns the inverse of the incomplete beta function.
Returns the inverse of the incomplete beta function.
(inv-gamma-1pm1 x)
Computes the function (dec (/ 1 (gamma (inc x))))
, where x∊[-0.5;0.5]
.
Computes the function `(dec (/ 1 (gamma (inc x))))`, where `x∊[-0.5;0.5]`.
(lanczos-approximation x)
Computes the Lanczos approximation to the Gamma function for x
.
Computes the Lanczos approximation to the Gamma function for `x`.
(log-beta a b)
Computes the log of the beta function.
Computes the log of the beta function.
(log-gamma x)
Computes the value of ln(Γx).
Computes the value of ln(Γx).
(log-gamma-1p x)
Computes the function (ln (gamma (inc x)))
, where x∊[-0.5;0.5]
.
Computes the function `(ln (gamma (inc x)))`, where `x∊[-0.5;0.5]`.
(lower-regularized-gamma a x)
Computes the lower regularized incomplete gamma function P(a,x).
Computes the lower regularized incomplete gamma function P(a,x).
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