jax.scipy.special.boxcox1p#
- jax.scipy.special.boxcox1p(x, lmbda)[source]#
Box-Cox transformation of
1 + x.JAX implementation of
scipy.special.boxcox1p.\[\begin{split}\mathrm{boxcox1p}(x, \lambda) = \begin{cases} ((1 + x)^\lambda - 1) / \lambda & \lambda \ne 0 \\ \log(1 + x) & \lambda = 0 \end{cases}\end{split}\]Defined for \(x > -1\); returns
nanforx <= -1.- Parameters:
x (ArrayLike) – arraylike, real-valued, greater than
-1.lmbda (ArrayLike) – arraylike, real-valued.
- Returns:
array containing values of the shifted Box-Cox transform.
- Return type:
See also