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Article
Toroidal orbifolds `a la Vafa-Witten
Advances in Theoretical and Mathematical Physics (2007)
  • Jimmy Dillies, Georgia Southern University
Abstract

We classify orbifolds obtained by taking the quotient of a three tori by abelian extensions of Z/n x Z/n automorphisms, where each torus has a multiplicative Z/n action (n=3,4 or 6). This 'completes' the classification of orbifolds of the above type initiated by Donagi and Faraggi (hep-th/0403272) and, Donagi and Wendland in the cases n=2.

Keywords
  • Algebraic geometry,
  • High energy physics theory
Disciplines
Publication Date
2007
Publisher Statement
This version of the paper was obtained from arXIV.org. In order for the work to be deposited in arXIV.org, it must be available under the Creative Commons Attribution license, Creative Commons Attribution-Noncommercial-ShareAlike license, or Create Commons Public Domain Declaration. The publisher's final edited version of this article is available at Advances in Theoretical and Mathematical Physics.
Citation Information
Jimmy Dillies. "Toroidal orbifolds `a la Vafa-Witten" Advances in Theoretical and Mathematical Physics 11.4 (2007).
doi:10.4310/ATMP.2007.v11.n4.a5
source:http://arxiv.org/abs/math/0609714v1