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The four-dimensional helicity scheme and dimensional reconstruction
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The four-dimensional helicity regularization scheme is often used in one-loop QCD computations. It was recently argued in Ref. [1] that this scheme is inconsistent beyond the one-loop order in perturbation theory. In this paper, we clarify the reason for this inconsistency by studying the perturbative expansion of the vector current correlator in one-flavor QED through three-loop order. We develop a simple, practical way to fix the four-dimensional helicity scheme using the idea of dimensional reconstruction, and demonstrate its application in several illustrative examples.
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Off-shell minimal form factors
Off-shell minimal form factors in planar N=4 SYM exponentiate at two loops with the octagon anomalous dimension; their finite remainder shares the conformal symbol but differs beyond it.
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