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- W1814577730 abstract "We present a systematic description of the mathematical techniques for studying multiloop Feynman diagrams which constitutes a full-fledged and inherently more powerful alternative to the BPHZ theory. The new techniques emerged as a formalization of the reasoning behind a recent series of record multiloop calculations in perturbative quantum field theory. It is based on a systematic use of the ideas and notions of the distribution theory. We identify the problem of asymptotic expansion of products of singular functions in the sense of distributions as a key problem of the theory of asymptotic expansions of multiloop Feynman diagrams. Its complete solution for the case of Euclidean Feynman diagrams (the so-called Euclidean asymptotic operation for products of singular functions) is explicitly constructed and studied." @default.
- W1814577730 created "2016-06-24" @default.
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- W1814577730 date "1993-05-03" @default.
- W1814577730 modified "2023-09-27" @default.
- W1814577730 title "Techniques of distributions in perturbative quantum field theory. 1. Euclidean Asymptotic operation for products of singular functions" @default.
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