0

0th

Percentile

## 'Rcpp' Bindings for the 'Faddeeva' Package

Wrapper to the Faddeeva Package by Steven G. Johnson

The Faddeeva package provides C++ code to compute the various error functions of arbitrary complex arguments, in particular the Faddeeva function, error function, complementary error function, scaled complementary error function and imaginary error function as well as the Dawson function. With these, Voigt functions, Fresnel integrals and more can be computed.

### Why this package?

The package was created to provide a fast implementation of the Voigt lineshape, formally defined as the convolution between a Lorentzian and a Gaussian. The imaginary part of the Faddeeva function, properly scaled, provides directly the result.

This package also results in a nice example for creating Rcpp wrappers for a small and self-contained C++ library, in this case a single header file along with a single code file.

## Authors

Baptiste Auguié and Dirk Eddelbuettel

GPL (>= 2)