Recursion in multiplet bases for tree-level MHV gluon amplitudes
arXiv:1503.00530
Abstract
We investigate the construction of tree-level MHV gluon amplitudes in multiplet bases using BCFW recursion. The multiplet basis decomposition can either be obtained by decomposing results derived in (for example) the DDM basis or by formulating the recursion directly in the multiplet basis. We focus on the latter approach and show how to efficiently deal with the color structure appearing in the recursion. For illustration, we also explicitly calculate the four-, five- and six-gluon amplitudes.
Version published in JHEP, reference updated
References in corpus (10)
- New Relations for Gauge-Theory Amplitudes
- Minimal Basis for Gauge Theory Amplitudes
- Gauge Amplitude Identities by On-shell Recursion Relation in S-matrix Program
- Parton showers with quantum interference
- S@M, a Mathematica Implementation of the Spinor-Helicity Formalism
- A Proof of the Explicit Minimal-basis Expansion of Tree Amplitudes in Gauge Field Theory
- ColorMath - A package for color summed calculations in SU(Nc)
- An algebraic approach to BCJ numerators
- Color evolution of 2 -> 3 processes
- Color structures and permutations