Integrand reduction of high-loop scattering amplitudes via computational algebraic geometry
Integrand-level reduction is a powerful method for loop scattering amplitudes computation. We present an algebraic geometry approach for Integrand-level reduction, which is valid for any renormalizable theories and arbitrary loop orders, in principle. We also show some explicit two-loop and three-loop N=0,1,2,4 (super)-Yang-Mills amplitudes examples, based on our methods.
Niels Bohr Institute
Speaker
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Yang Zhang
