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#454 in Math
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The exponential integral, often written $\text{Ei}$, equal to the the integral of an exponentiated input over the input itself: $\text{Ei}(t) = \int_{-\infty}^{t} \frac{ e^{u} }{ u } \text{d}u$
All credit goes to GSL's implementation. This repository inherits its GPL license.
lib.rs
:
The exponential integral, often written $\text{Ei}$, equal to the the integral of an exponentiated input over the input itself: $\text{Ei}(t) = \int_{-\infty}^{t} \frac{ e^{u} }{ u } \text{d}u$
Inspired by GSL's implementation. Inputs less than 0. Inputs greater than 0.
Dependencies
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~21K SLoC