On Monday March 6th from 2:30-3:30 PM in Math 357, Travis Russell from the University of Nebraska will be talking about “Abstract Characterizations in Operator Theory and Some Applications.”

Abstract characterizations occur frequently in mathematics. Roughly speaking, an abstract characterization is a way of extracting the essential structure of a mathematical object that normally exists in a highly structured and complex setting. In this talk, I will provide an overview of some abstract characterizations that occur in the theory of operator spaces. I will illustrate how quantum physics has motivated some of these ideas and how these ideas are now contributing to the theory of quantum computation. (Flyer in PDF form)