Matches in SemOpenAlex for { <https://semopenalex.org/work/W2904569439> ?p ?o ?g. }
- W2904569439 abstract "We continue the study of power corrections for $N$-jettiness subtractions by analytically computing the complete next-to-leading power corrections at $cal{O}(alpha_s)$ for color-singlet production. This includes all nonlogarithmic terms and all partonic channels for Drell-Yan and gluon-fusion Higgs production. These terms are important to further improve the numerical performance of the subtractions, and to better understand the structure of power corrections beyond their leading logarithms, in particular their universality. We emphasize the importance of computing the power corrections differential in both the invariant mass, $Q$, and rapidity, $Y$, of the color-singlet system, which is necessary to account for the rapidity dependence in the subtractions. This also clarifies apparent disagreements in the literature. Performing a detailed numerical study, we find excellent agreement of our analytic results with a previous numerical extraction." @default.
- W2904569439 created "2018-12-22" @default.
- W2904569439 creator A5000559818 @default.
- W2904569439 creator A5026760928 @default.
- W2904569439 creator A5054174931 @default.
- W2904569439 creator A5054935779 @default.
- W2904569439 creator A5070951603 @default.
- W2904569439 creator A5084769476 @default.
- W2904569439 date "2018-12-01" @default.
- W2904569439 modified "2023-09-24" @default.
- W2904569439 title "Power corrections for N-jettiness subtractions at $$ mathcal{O}left({alpha}_sright) $$" @default.
- W2904569439 cites W1621177443 @default.
- W2904569439 cites W1632640611 @default.
- W2904569439 cites W1658888643 @default.
- W2904569439 cites W1952146318 @default.
- W2904569439 cites W1960453148 @default.
- W2904569439 cites W1966902317 @default.
- W2904569439 cites W1975024736 @default.
- W2904569439 cites W1978598846 @default.
- W2904569439 cites W1983161467 @default.
- W2904569439 cites W1983313622 @default.
- W2904569439 cites W1984188789 @default.
- W2904569439 cites W1985153239 @default.
- W2904569439 cites W1996198474 @default.
- W2904569439 cites W2000205597 @default.
- W2904569439 cites W2004444211 @default.
- W2904569439 cites W2006810523 @default.
- W2904569439 cites W2013651875 @default.
- W2904569439 cites W2014422633 @default.
- W2904569439 cites W2019037825 @default.
- W2904569439 cites W2024904055 @default.
- W2904569439 cites W2026062666 @default.
- W2904569439 cites W2029339794 @default.
- W2904569439 cites W2032675738 @default.
- W2904569439 cites W2039302425 @default.
- W2904569439 cites W2043464000 @default.
- W2904569439 cites W2044051216 @default.
- W2904569439 cites W2050710873 @default.
- W2904569439 cites W2069044372 @default.
- W2904569439 cites W2070309919 @default.
- W2904569439 cites W2071141397 @default.
- W2904569439 cites W2081787372 @default.
- W2904569439 cites W2097539571 @default.
- W2904569439 cites W2099274326 @default.
- W2904569439 cites W2115369098 @default.
- W2904569439 cites W2118936355 @default.
- W2904569439 cites W2118992087 @default.
- W2904569439 cites W2122791239 @default.
- W2904569439 cites W2128199985 @default.
- W2904569439 cites W2130862055 @default.
- W2904569439 cites W2151090072 @default.
- W2904569439 cites W2155637048 @default.
- W2904569439 cites W2170041132 @default.
- W2904569439 cites W2199199533 @default.
- W2904569439 cites W2236356613 @default.
- W2904569439 cites W2294929048 @default.
- W2904569439 cites W2316252184 @default.
- W2904569439 cites W2323597299 @default.
- W2904569439 cites W2399158843 @default.
- W2904569439 cites W2436577327 @default.
- W2904569439 cites W2508756265 @default.
- W2904569439 cites W2510801262 @default.
- W2904569439 cites W2511804015 @default.
- W2904569439 cites W2560244117 @default.
- W2904569439 cites W2575161530 @default.
- W2904569439 cites W2601152029 @default.
- W2904569439 cites W2605508547 @default.
- W2904569439 cites W2609879500 @default.
- W2904569439 cites W2740107835 @default.
- W2904569439 cites W2760993304 @default.
- W2904569439 cites W2765170824 @default.
- W2904569439 cites W2774442634 @default.
- W2904569439 cites W2785763678 @default.
- W2904569439 cites W2786962883 @default.
- W2904569439 cites W2949378424 @default.
- W2904569439 cites W2952400991 @default.
- W2904569439 cites W2963912261 @default.
- W2904569439 cites W3097984101 @default.
- W2904569439 cites W3098693554 @default.
- W2904569439 cites W3099163655 @default.
- W2904569439 cites W3101643311 @default.
- W2904569439 cites W3102013277 @default.
- W2904569439 cites W3102270184 @default.
- W2904569439 cites W3103501335 @default.
- W2904569439 cites W3104305286 @default.
- W2904569439 cites W3104334647 @default.
- W2904569439 cites W3104425670 @default.
- W2904569439 cites W3104427710 @default.
- W2904569439 cites W3104563580 @default.
- W2904569439 cites W3104652974 @default.
- W2904569439 cites W3104807582 @default.
- W2904569439 cites W3105235805 @default.
- W2904569439 cites W320773373 @default.
- W2904569439 cites W325084174 @default.
- W2904569439 cites W4205410588 @default.
- W2904569439 doi "https://doi.org/10.1007/jhep12(2018)084" @default.
- W2904569439 hasPublicationYear "2018" @default.
- W2904569439 type Work @default.
- W2904569439 sameAs 2904569439 @default.
- W2904569439 citedByCount "48" @default.