Linear Analysis Seminar

Date: November 22, 2019

Time: 4:00PM - 5:00PM

Location: BLOC 624 ***

Speaker: Priyanga Ganesan, TAMU

Title: Quantum Majorization in Infinite Dimensions

Abstract: Majorization is a concept from linear algebra that is used to compare disorderness in physics, computer science, economics and statistics. Recently, Gour et al (2018) extended matrix majorization to the quantum mechanical setting to accommodate ordering of quantum states. In this talk, I will discuss a generalization of their definition and entropic characterization of quantum majorization to the infinite dimensional setting, using operator space tensor products and duality. This is based on joint work with Li Gao, Satish Pandey and Sarah Plosker.