A piecewise linear quadrature method evaluates the plasma dispersion function for non-Maxwellian distributions and arbitrary poles, with Thomson scattering spectra as a demonstration.
This avoids conceptual difficulties with the Landau contour, analytic continuation, the Cauchy residue theorem, and the Plemelj theorem
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Computing the generalized plasma dispersion function for non-Maxwellian plasmas, with applications to Thomson scattering
A piecewise linear quadrature method evaluates the plasma dispersion function for non-Maxwellian distributions and arbitrary poles, with Thomson scattering spectra as a demonstration.