A note on discrete R symmetries in Z6-II orbifolds with Wilson lines
Hans Peter Nilles, Saul Ramos-Sanchez, Michael Ratz, Patrick K.S., Vaudrevange
TL;DR
This paper re-derives R symmetries in Z6-II orbifolds with Wilson lines, providing new expressions for R charges that differ from previous literature, enhancing understanding of symmetry structures in string compactifications.
Contribution
It offers a novel derivation of R symmetries in Z6-II orbifolds with Wilson lines, presenting updated R charge formulas not previously documented.
Findings
New expressions for R charges in Z6-II orbifolds with Wilson lines
Differences identified compared to previous literature
Enhanced understanding of R symmetry structures in string models
Abstract
We re-derive the R symmetries for the Z6-II orbifold with non-trivial Wilson lines and find expressions for the R charges which differ from those in the literature.
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