Quantum channels and error correction II

Faculty Member
Roy Araiza

This will be a continuation of our Fall 2022 work in which we looked at quantum error correction and operator quantum error correction. This term our focus will be on the stability properties between correctable channels and their induced noncommutative graphs.

Team Meetings
The team will meet with faculty weekly
Project Difficulty
Undergrad Prerequisites

Students should have taken Linear algebra, Analysis, Quantum mechanics or a first course in quantum information theory.

More importantly, this project is only open to students who participated in the Fall 2022 IGL, or who are otherwise already working with Prof. Araiza.