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Paper detail

Differential Reduction Techniques for the Evaluation of Feynman Diagrams

Stable reduction methods will be important in the evaluation of high-order perturbative diagrams appearing in QCD and mixed QCD-electroweak radiative corrections at the LHC. Differential reduction techniques are useful for relating hypergeometric functions with shifted values of the parameters. We present a proposition relating the number of master integrals in the expansion of a Feynman diagram to the number of derivatives in a differential reduction.

preprint2011arXivOpen access
S. A. YostV. V. BytevM. Yu. KalmykovB. A. KniehlB. F. L. Ward
hep-phmath-phmath.MPhep-th
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S. A. YostV. V. BytevM. Yu. KalmykovB. A. KniehlB. F. L. Ward

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