Paper
The $O(α_s^3 n_f T_F^2 C_{A,F})$} Contributions to the Gluonic Massive Operator Matrix Elements
Authors
Johannes Blümlein, Alexander Hasselhuhn, Sebastian Klein, Carsten Schneider
Abstract
The terms to the massive gluonic operator matrix elements are calculated for general values of the Mellin variable . These twist-2 matrix elements occur as transition functions in the variable flavor number scheme at NNLO. The calculation uses sum-representations in generalized hypergeometric series turning into harmonic sums. The analytic continuation to complex values of is provided.