activity
20242026
most citedNNLOCAL: completely local subtractions for color-singlet production in hadron collisions

7 citations · 10 across the 10 of their papers we have counts for

collaborators

10 papers

hep-ph2026

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…

hep-ph2026

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…

hep-ph2026

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…

hep-ph2026★ 1 cited

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…

hep-ph2025

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…

cs.SC2025

LinApart2: efficient parallel partial fraction decomposition algorithm for denominators with polynomials of general degree

Levente Fekésházy, Oliver Schnetz

We present LinApart2, a major update to the LinApart algorithm for univariate partial fraction decomposition. Unlike its predecessor, LinApart2 can handle denominators of arbitrary…

hep-ph2025

Master integrals for semi-inclusive cuts of massless four-loop propagators

Vitaly Magerya, Levente Fekésházy

We present the analytic calculation of all master integrals for 3-, 4-, and 5-particle semi-inclusive cuts of four-loop massless propagators by means of differential equations. We…

hep-ph2024★ 7 cited

NNLOCAL: completely local subtractions for color-singlet production in hadron collisions

V. Del Duca, C. Duhr, L. Fekésházy +5

We present NNLOCAL, a proof-of-concept parton-level Monte Carlo program implementing the extension of the completely local subtraction scheme CoLoRFulNNLO to the case of color-sing…

hep-ph2024★ 2 cited

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…

cs.SC2024

LinApart: optimizing the univariate partial fraction decomposition

Bakar Chargeishvili, Levente Fekésházy, Gábor Somogyi +1

We present LinApart, a routine designed for efficiently performing the univariate partial fraction decomposition of large symbolic expressions. Our method is based on an explicit c…