Super Representation Theory, Quantum Spaces, and Algebra Maps

Ongoing work includes the defining of infinite-dimensional representations of orthosymplectic Lie superalgebras related to physical theories; the determination of generators and relations for scarcely-presented reduction superalgebras; and, the decomposition of representations using reduction algebra techniques (resulting in formulas for matrix elements in infinite-dimensional representation theory) in order to increase computational feasibility.

More results to come!