Mathematical aspects of zero-error quantum information theory
Operator Algebra Seminar by Tatian Shulman, UCPH
In quantum information theory, quantum channels can be described as completely positive trace preserving maps on matrix spaces. We will focus on some mathematical problems arising in zero-error quantum information theory, namely when one studies superactivation of zero-error capacities of quantum channels.
This is a joint work with M. Shirokov.
No knowledge of quantum mechanics is needed to understand this talk.