I earned my Ph.D. in Mathematics in May 2019, specializing in algebra. My advisor was
Dr. Keith A. Kearnes.
I am interested in topics that lie in the intersection of the areas of algebra and
algorithms, in particular whether or not there exist efficient methods for
solving computational problems in algebra.
My current research is within the scope of the
Symmetry in Computational Complexity (CoCoSym)
project, working under Libor Barto.
My doctoral research concerned the computational complexity of questions
related to finding homomorphisms between algebraic structures within the same variety,
and the effects of additional identities on the operations of the variety on this
computational complexity. In general, these problems are NP-complete. More information
can be found in Publications.