Reference-vector independence fixes the contact term in the tree-level electromagnetic Compton amplitude for arbitrary-spin massive bosons, yielding a manifestly gauge-invariant spinor-helicity expression without spurious poles.
Recursion relations for scattering amplitudes with massive particles II: massive vector bosons
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abstract
Using the recently introduced recursion relations with covariant massive-massless shift, we study tree-level scattering amplitudes involving a pair of massive vector bosons and an arbitrary number of gluons in the massive spinor-helicity formalism. In particular, we derive compact expressions for cases in which i) all gluons are of the same helicity and ii) one gluon has flipped helicity and is colour adjacent to one of the massive particles. We provide numerous consistency checks of our results including the exact match of high energy limits with well-known MHV and NMHV amplitudes in pure Yang-Mills theory. As a corollary, we obtain an alternative novel representation of the NMHV amplitude.
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Compton amplitude and Contact term(s) in the Spinor Helicity formalism
Reference-vector independence fixes the contact term in the tree-level electromagnetic Compton amplitude for arbitrary-spin massive bosons, yielding a manifestly gauge-invariant spinor-helicity expression without spurious poles.