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Sebastian Klein (1980-)

Physiker

Name	Sebastian Klein
Zeit	1980- (Lebensdaten)
Ort	Karlsruhe (Geburtsort) Zeuthen (Wirkungsort) Deutschland
Geschlecht	männlich
Akademischer Grad bzw. Titel	Dr. rer. nat.
Beruf	Physiker (charakteristischer Beruf)
Variante	S. Klein Sebastian Werner Gerhard Klein
Beziehung	Institut für Hochenergiephysik (Zeuthen)
Weitere Angaben	Dortmund, Technische Universität, Dissertation, 2009
Quelle	LCAuth
Datensatztyp	Person
GND-Nummer	11336055X
Datensatz-ID	11336055X
Beteiligt an alle anzeigen Charm Production in Deep Inelastic Scattering : Mellin Moments of Heavy Flavor Contributions to F2(x,Q^2) at NNLO Charm production in deep inelastic scattering : Mellin moments of heavy flavor contributions to F2(x,Q2) at NNLO Logarithmic O(α3s) [O(alpha 3 s)] contributions to the DIS heavy flavor Wilson coefficients at Q2 >> m2 : [XVIII International Workshop on Deep-Inelastic Scattering and Related Subjects, DIS 2010, April 19 - 23, 2010, Firenze, Italy] 2- and 3-loop heavy flavor corrections to transversity Heavy flavor contributions to DIS structure functions at _63O (_63a) [Omikron (alpha38)] Mellin moments of heavy flavor contributions to F2 (x, Q2) at NNLO Mellin moments of the O(α3s) [O(alpha 3 S)] heavy flavor contributions to unpolarized deep-inelastic scattering at Q2 >> m2 and anomalous dimensions Moments of the 3-loop corrections to the heavy flavor contribution to F2(x,Q2) for Q2 >> m2 O(α2s) [O(alpha 2 s)] and O(α3s) [O(alpha 3 s)] heavy flavor contributions to transversity at Q2 >> m2 First O(α3s) heavy flavor contributions to deeply inelastic scattering Heavy flavor operator matrix elements at O(α3s) [O(alpha 3 S)] Higher order corrections to heavy flavour production in deep inelastic scattering The gluonic operator matrix elements at O(α2s) [O(alpha 2 S)] for DIS heavy flavor production Calculation of massive 2-loop operator matrix elements with outer gluon lines Heavy flavour production in deep inelastic scattering - two-loop massive operator matrix elements and beyond Structural relations between harmonic sums up to w=6 Two-loop massive operator matrix elements and unpolarized heavy flavor production at asymptotic values Q2 >> m2 Two-loop massive operator matrix elements for polarized and unpolarized deep-inelastic scattering Evaluating two-loop massive operator matrix elements with Mellin Barnes integrals

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Charm Production in Deep Inelastic Scattering : Mellin Moments of Heavy Flavor Contributions to F2(x,Q^2) at NNLO

Charm production in deep inelastic scattering : Mellin moments of heavy flavor contributions to F2(x,Q2) at NNLO

Logarithmic O(α3s) [O(alpha 3 s)] contributions to the DIS heavy flavor Wilson coefficients at Q2 >> m2 : [XVIII International Workshop on Deep-Inelastic Scattering and Related Subjects, DIS 2010, April 19 - 23, 2010, Firenze, Italy]

2- and 3-loop heavy flavor corrections to transversity

Heavy flavor contributions to DIS structure functions at _63O (_63a) [Omikron (alpha38)]

Mellin moments of heavy flavor contributions to F2 (x, Q2) at NNLO

Mellin moments of the O(α3s) [O(alpha 3 S)] heavy flavor contributions to unpolarized deep-inelastic scattering at Q2 >> m2 and anomalous dimensions

Moments of the 3-loop corrections to the heavy flavor contribution to F2(x,Q2) for Q2 >> m2

O(α2s) [O(alpha 2 s)] and O(α3s) [O(alpha 3 s)] heavy flavor contributions to transversity at Q2 >> m2

First O(α3s) heavy flavor contributions to deeply inelastic scattering

Heavy flavor operator matrix elements at O(α3s) [O(alpha 3 S)]

Higher order corrections to heavy flavour production in deep inelastic scattering

The gluonic operator matrix elements at O(α2s) [O(alpha 2 S)] for DIS heavy flavor production

Calculation of massive 2-loop operator matrix elements with outer gluon lines

Heavy flavour production in deep inelastic scattering - two-loop massive operator matrix elements and beyond

Structural relations between harmonic sums up to w=6

Two-loop massive operator matrix elements and unpolarized heavy flavor production at asymptotic values Q2 >> m2

Two-loop massive operator matrix elements for polarized and unpolarized deep-inelastic scattering

Evaluating two-loop massive operator matrix elements with Mellin Barnes integrals