paper

Quadratic Feynman Loop Integrands From Massless Scattering Equations

arXiv:1703.04714 · doi:10.1103/PhysRevD.95.106006

Abstract

Recently the Cachazo-He-Yuan (CHY) approach has been extended to loop level, but the resulting loop integrand has propagators that are linear in the loop momentum unlike Feynman's. In this note we present a new technique that directly produces quadratic propagators identical to Feynman's from the CHY approach. This paper focuses on theory but extensions to others theories are briefly discussed. In addition, our proposal has an interesting geometric meaning, we can interpret this new formula as a unitary cut on a higher genus Riemann surface.

26 pages, typos fixed and references added

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