TH String Theory Seminar

Unravelling Mathieu Moonshine

by Suresh Govindarajan (Indian Institute of Technology Madras)

Tuesday, 5 June 2012 from to (Europe/Zurich)
at CERN ( 4-3-006 - TH Conference Room )
Description
The counting of quarter-BPS dyons in N=4 supersymmetric string theories
has provided a surprising connections to the sporadic finite simple group,
the Mathieu group M24. This is referred to as  `Mathieu moonshine'. In
this talk, I will provide evidence for the existence of an M24-module with
fairly simple building blocks. We will see that it implies product
formulae for the Siegel modular forms that are generating functions of
`twisted' quarter BPS. We will also discuss with connections with other
sporadic finite simple groups.

Based (in part) on: arXiv:1106.5715
Material: