Forests & Groves: Minimal Gauge Invariant Classes of Tree Diagrams in Gauge Theories
Edward Boos (Moscow State University), Thorsten Ohl (TU Darmstadt)
TL;DR
This paper introduces the concept of groves, which are minimal gauge invariant classes of tree diagrams in gauge theories, providing an explicit construction method.
Contribution
It presents a novel explicit construction of groves, the smallest gauge invariant classes of tree Feynman diagrams in gauge theories.
Findings
Explicit construction of groves provided
Identification of minimal gauge invariant classes
Enhanced understanding of gauge invariance in tree diagrams
Abstract
We describe the explicit construction of groves, the smallest gauge invariant classes of tree Feynman diagrams in gauge theories
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Taxonomy
TopicsBlack Holes and Theoretical Physics · advanced mathematical theories · Computational Physics and Python Applications