Orthogonal multiplet bases in SU\((N_c)\) color space

DOI10.1007/JHEP09(2012)124zbMath1397.81452arXiv1207.0609OpenAlexW3106354975MaRDI QIDQ1795999

Stefan Keppeler, Malin Sjodahl

Publication date: 16 October 2018

Published in: Journal of High Energy Physics (Search for Journal in Brave)

Full work available at URL: https://arxiv.org/abs/1207.0609

zbMATH Keywords

NLO computationsQCD phenomenology

Mathematics Subject Classification ID

Other elementary particle theory in quantum theory (81V25)

Related Items (12)

Color structures and permutations ⋮ Wigner 6j symbols for SU(N): Symbols with at least two quark-lines ⋮ Decomposing color structure into multiplet bases ⋮ The bottom-up EFT: complete UV resonances of the SMEFT operators ⋮ QCD multiplet bases with arbitrary parton ordering ⋮ Two-parton scattering in the high-energy limit ⋮ Soft evolution of multi-jet final states ⋮ Hermitian Young operators ⋮ Simplification rules for birdtrack operators ⋮ Compact Hermitian Young projection operators ⋮ Transition operators ⋮ A simple counting argument of the irreducible representations of \(\mathsf{SU}(N)\) on mixed product spaces

Uses Software

• OEIS
• ALPGEN

Cites Work

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• Soft radiation in heavy-particle pair production: all-order colour structure and two-loop anomalous dimension
• Efficient color-dressed calculation of virtual corrections
• New recursion relations for tree amplitudes of gluons
• Invariant tensors in SU(3)
• Invariant tensors in SU(3). II

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