Speaker
Dr
Hector Dlamini
(University of Witwatersrand)
Description
We discuss the underlying mathematical structure that suitably describes the symmetries of the Leigh-Strassler [LS] theories as marginal deformations of the 4D $\mathcal{N}$ = 4 super Yang-Mills [SYM]. We present Hopf algebras as a mathematical language suited to describe how to obtain LS theories from the SYM. The hope is obtain a bridge through which to port all the knowledge/lessons/techniques we have learnt from SYM in order to understand more realistic theories.
Author
Dr
Hector Dlamini
(University of Witwatersrand)
