Matches in SemOpenAlex for { <https://semopenalex.org/work/W1995486561> ?p ?o ?g. }
- W1995486561 endingPage "099" @default.
- W1995486561 startingPage "099" @default.
- W1995486561 abstract "We study the large-x behaviour of the physical evolution kernels for flavour non-singlet observables in deep-inelastic scattering, where x is the Bjorken variable, semi-inclusive e+e− annihilation and Drell-Yan lepton-pair production. Unlike the corresponding -scheme coefficient functions, all these kernels show a single-logarithmic large-x enhancement at all orders in 1−x. We conjecture that this universal behaviour, established by Feynman-diagram calculations up to the fourth order, holds at all orders in the strong coupling constant αs. The resulting predictions are presented for the highest lnn(1−x) contributions to the higher-order coefficient functions. In Mellin-N space these predictions take the form of an exponentiation which, however, appears to be less powerful than the well-known soft-gluon exponentiation of the leading (1−x)−1ln n(1−x) terms. In particular in deep-inelastic scattering the 1/N corrections are non-negligible for all practically relevant N." @default.
- W1995486561 created "2016-06-24" @default.
- W1995486561 creator A5006263563 @default.
- W1995486561 creator A5026594041 @default.
- W1995486561 date "2009-11-23" @default.
- W1995486561 modified "2023-09-25" @default.
- W1995486561 title "On non-singlet physical evolution kernels and large-<i>x</i>coefficient functions in perturbative QCD" @default.
- W1995486561 cites W1609173338 @default.
- W1995486561 cites W1963493315 @default.
- W1995486561 cites W1963994695 @default.
- W1995486561 cites W1967037442 @default.
- W1995486561 cites W1978767389 @default.
- W1995486561 cites W1980538129 @default.
- W1995486561 cites W1981058868 @default.
- W1995486561 cites W1981841888 @default.
- W1995486561 cites W1987234493 @default.
- W1995486561 cites W1991451874 @default.
- W1995486561 cites W1994625046 @default.
- W1995486561 cites W1999678238 @default.
- W1995486561 cites W2006889502 @default.
- W1995486561 cites W2008697074 @default.
- W1995486561 cites W2016192256 @default.
- W1995486561 cites W2016663111 @default.
- W1995486561 cites W2020790793 @default.
- W1995486561 cites W2039099493 @default.
- W1995486561 cites W2040511248 @default.
- W1995486561 cites W2040754750 @default.
- W1995486561 cites W2041671263 @default.
- W1995486561 cites W2043910695 @default.
- W1995486561 cites W2044782336 @default.
- W1995486561 cites W2045472496 @default.
- W1995486561 cites W2046096670 @default.
- W1995486561 cites W2049182617 @default.
- W1995486561 cites W2050130356 @default.
- W1995486561 cites W2051460571 @default.
- W1995486561 cites W2055032269 @default.
- W1995486561 cites W2060957866 @default.
- W1995486561 cites W2065521843 @default.
- W1995486561 cites W2066592890 @default.
- W1995486561 cites W2077688026 @default.
- W1995486561 cites W2081799577 @default.
- W1995486561 cites W2084349079 @default.
- W1995486561 cites W2086276260 @default.
- W1995486561 cites W2087483854 @default.
- W1995486561 cites W2088946453 @default.
- W1995486561 cites W2089890971 @default.
- W1995486561 cites W2091966982 @default.
- W1995486561 cites W2099274326 @default.
- W1995486561 cites W2103167339 @default.
- W1995486561 cites W2104994244 @default.
- W1995486561 cites W2108527296 @default.
- W1995486561 cites W2115487809 @default.
- W1995486561 cites W2116604774 @default.
- W1995486561 cites W2119763776 @default.
- W1995486561 cites W2124554950 @default.
- W1995486561 cites W2125707848 @default.
- W1995486561 cites W2125717094 @default.
- W1995486561 cites W2126874184 @default.
- W1995486561 cites W2137598663 @default.
- W1995486561 cites W2157429391 @default.
- W1995486561 cites W2166199802 @default.
- W1995486561 cites W266195994 @default.
- W1995486561 cites W2950807245 @default.
- W1995486561 cites W2997472425 @default.
- W1995486561 cites W3037555746 @default.
- W1995486561 cites W3098614516 @default.
- W1995486561 cites W3098718724 @default.
- W1995486561 cites W3099173003 @default.
- W1995486561 cites W3099374575 @default.
- W1995486561 cites W3100104272 @default.
- W1995486561 cites W3101338379 @default.
- W1995486561 cites W3102342905 @default.
- W1995486561 cites W3102458934 @default.
- W1995486561 cites W3103734855 @default.
- W1995486561 cites W3105169231 @default.
- W1995486561 cites W3125511126 @default.
- W1995486561 cites W4231853527 @default.
- W1995486561 doi "https://doi.org/10.1088/1126-6708/2009/11/099" @default.
- W1995486561 hasPublicationYear "2009" @default.
- W1995486561 type Work @default.
- W1995486561 sameAs 1995486561 @default.
- W1995486561 citedByCount "55" @default.
- W1995486561 countsByYear W19954865612012 @default.
- W1995486561 countsByYear W19954865612013 @default.
- W1995486561 countsByYear W19954865612014 @default.
- W1995486561 countsByYear W19954865612015 @default.
- W1995486561 countsByYear W19954865612016 @default.
- W1995486561 countsByYear W19954865612017 @default.
- W1995486561 countsByYear W19954865612018 @default.
- W1995486561 countsByYear W19954865612019 @default.
- W1995486561 countsByYear W19954865612020 @default.
- W1995486561 countsByYear W19954865612021 @default.
- W1995486561 countsByYear W19954865612022 @default.
- W1995486561 countsByYear W19954865612023 @default.
- W1995486561 crossrefType "journal-article" @default.
- W1995486561 hasAuthorship W1995486561A5006263563 @default.
- W1995486561 hasAuthorship W1995486561A5026594041 @default.
- W1995486561 hasBestOaLocation W19954865612 @default.