2 citations · 3 across the 6 of their papers we have counts for
10 papers
LinApart3: efficient algorithm for multivariate partial fraction decomposition with linear denominators
L. Fekésházy, A. Kardos
We present LinApart3, an efficient multivariate partial fraction decomposition algorithm for rational functions with linear denominators. Our decomposition algorithm guarantees tha…
CoLoRFulNNLO for color-singlet processes: An update on NNLOCAL
S. Van Thurenhout, V. Del Duca, C. Duhr +5
We give an update on the status of NNLOCAL, a parton-level Monte Carlo program implementing the extension of the completely local subtraction scheme CoLoRFulNNLO to color-singlet p…
CoLoRFulNNLO for hadron collisions: integrating the iterated single unresolved subtraction terms
L. Fekésházy, G. Somogyi, S. Van Thurenhout
We present the analytic integration of the iterated single-unresolved subtraction terms in the extension of the CoLoRFulNNLO subtraction scheme to color-singlet production in hadro…
NNLOCAL: Fully Local Subtractions for Precision Predictions in Hadron Collisions
Vittorio Del Duca, Claude Duhr, Levente Fekésházy +5
This work extends the CoLoRFulNNLO subtraction method to address soft and collinear divergences in the computation of higher-order corrections for hadronic collisions. By utilizing…
NNLOCAL: Completely Local Subtractions
Vittorio Del Duca, Claude Duhr, Levente Fekésházy +5
The computation of higher-order corrections to cross sections relevant at LHC involves the evaluation of phase-space integrals that exhibit soft and collinear divergences. The subt…
CoLoRFul for hadron collisions: Integrating the counterterms
S. Van Thurenhout, V. Del Duca, C. Duhr +5
In order to numerically compute scattering cross sections in QCD, one needs to deal with various kinematic divergences that appear at intermediate stages of the calculation. One wa…