Working With Wilson Lines
arXiv:1503.09153 · doi:10.1142/S2010194516600429
Abstract
We present an algorithm to express Wilson lines that are defined on piecewise linear paths in function of their individual segments, reducing the number of diagrams needed to be calculated. The important step lies in the observation that different linear path topologies can be related to each other using their color structure. This framework allows one to easily switch results between different Wilson line topologies, which is helpful when testing different structures against each other.
Proceedings for SPIN 2014, 6 pages
References in corpus (7)
- Endpoint singularities in unintegrated parton distributions
- Cusped light-like Wilson loops in gauge theories
- TMD theory, factorization and evolution
- On a Wilson lines approach to the study of jet quenching
- On Geometric Scaling of Light-Like Wilson Polygons: Higher Orders in
- Piecewise Linear Wilson lines
- A new approach to piecewise linear Wilson lines