# jax.scipy.special.exp1#

jax.scipy.special.exp1(x, module='scipy.special')[source]#

Exponential integral E1.

LAX-backend implementation of scipy.special.exp1().

Original docstring below.

For complex $$z \ne 0$$ the exponential integral can be defined as [1]

$E_1(z) = \int_z^\infty \frac{e^{-t}}{t} dt,$

where the path of the integral does not cross the negative real axis or pass through the origin.

Returns:

Values of the exponential integral E1

Return type:

scalar or ndarray

References

Parameters: