My research interests: Representation theory and quantum algebra.
Of particular interest to me are applications of quantum groups in Lie theory and representation theory.
|Ademehin, I||Lie algebra actions on noncommutative rings||started in 2015/16||Dold, C||Twist-equivalence of quadratic algebras associated to Coxeter groups||PhD (Manchester, 2016)|
|Morgan, T||Quantized coordinate rings|
|Saunders, J||Topics in modern representation theory||PhD student (Birmingham, from 2016/17)|
|Reynolds, R||Quadratic algebras associated to Coxeter groups||PhD student (Edinburgh, from 2016/17)|
|Green, R||Drinfeld twists in mathematical physics||PhD student (Manchester, from 2016/17)|
|Holmes, N||Quasitriangular Hopf algebras arising from groups||PhD student (Southampton, from 2015/16)|
|Lovatt, R||Quantum groups and quantum mechanics||Physics teacher (independent school, from 2015/16)|
|McGaw, A||Hopf algebras and mystic reflection groups||PhD student (Manchester, from 2014/15)|
|Webber, J||Finite group representations||PhD student (Manchester, from 2013/14)|
|Henshall, C||Drinfeld twists of Nichols algebras|
|Laugwitz, R||Hopf algebras and quantum groups||DPhil (Oxon, 2015), Postdoc|