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We present a systematic framework for the calculation of dijet softfunctions, which are defined as a matrix element of two light-like Wilson linesthat is weighted by a generic measurement function. Based on a universalparametrisation of the phase-space integrals, we isolate the singular terms inLaplace space and evaluate the observable-dependent integrations numerically.We discuss the implementation of our algorithm into the public program SecDec,and present results for various SCET-1 soft functions to two-loop order. Inparticular, we obtain new predictions for the C-parameter and the angularityvariables. Finally, we discuss ongoing extensions and the future outlook of theproject.

Automated Calculation of Dijet Soft Functions in Soft-Collinear Effective Theory