My research is in the field of operator algebras; in particular noncommutative function theory, Arveson’s noncommutative boundary theory, and Morita equivalence of operator algebras. In my thesis, I study representation-theoretic properties of a natural class of holomorphic subalgebras of n-homogeneous C*-algebras.
My thesis advisor is Paul Muhly.
- K. McCormick, Matrix bundles and operator algebras over a finitely bordered Riemann surface, preprint. ArXiv: 1710.06389