Alex Kumjian, DMS 317
	email: alex(at)unr(dot)edu
	(775) 784-4615 (fax: 6378)
	Department of Mathematics
	University of Nevada (084)
	Reno, NV 89557

My field of research is a branch of Analysis called Operator Algebras. It is an intriguing mixture of Analysis and infinite dimensional Linear Algebra. It is a relatively new field that has its origins in the mathematical formalism of Quantum Mechanics. I am particularly interested in Operator Algebras that arise from Dynamical Systems. Here is some of my past work.

Here are slides for some recent talks:

• Fell bundles associated to groupoid morphisms given at the Institut Henri Poincaré (Paris).
• On k-morphs, given at WCOAS08 (Flagstaff).
• Diagonals in Fell algebras, given at AMS special session, UC Riverside.
• Hausdorff measures and KMS states, given at GPOTS10, University of Denver.
• Quantum Heisenberg manifolds as twisted groupoid C*-algebras, given at Gfest10, Creighton University (Omaha).
• Cohomology of higher rank graphs, given at GPOTS11, Arizona State University.
• Cohomology of higher rank graphs, given at the annual meeting of the Australian Mathematical Society on 27 September 2011.