activity
20102023
most citedMinimal and Maximal Operator Spaces and Operator Systems in Entanglement Theory

34 citations · 180 across the 35 of their papers we have counts for

collaborators

38 papers

quant-ph2023★ 1 cited

Quantum Maps Between CPTP and HPTP

Ningping Cao, Maxwell Fitzsimmons, Zachary Mann +2

For an open quantum system to evolve under CPTP maps, assumptions are made on the initial correlations between the system and the environment. Hermitian-preserving trace-preserving…

math.CO2023

Using alternating de Bruijn sequences to construct de Bruijn tori

Matthew Kreitzer, Mihai Nica, Rajesh Pereira

A de Bruijn torus is the two dimensional generalization of a de Bruijn sequence. While some methods exist to generate these tori, only a few methods of construction are known. We p…

math.OA2023★ 2 cited

Operator Algebra Generalization of a Theorem of Watrous and Mixed Unitary Quantum Channels

David W Kribs, Jeremy Levick, Rajesh Pereira +1

We establish an operator algebra generalization of Watrous' theorem \cite{watrous2009} on mixing unital quantum channels (completely positive trace-preserving maps) with the comple…

quant-ph2023

Chordal Graphs and Distinguishability of Quantum Product States

Comfort Mintah, David W. Kribs, Michael Nathanson +1

We investigate a graph-theoretic approach to the problem of distinguishing quantum product states in the fundamental quantum communication framework called local operations and cla…

math.OA2022

Entanglement Breaking Rank via Complementary Channels and Multiplicative Domains

David W. Kribs, Jeremy Levick, Rajesh Pereira +1

Quantum entanglement can be studied through the theory of completely positive maps in a number of ways, including by making use of the Choi-Jamilkowski isomorphism, which identifie…

math.OA2022

Orthogonal Unitary Bases and a Subfactor Conjecture

Jason Crann, David W. Kribs, Rajesh Pereira

We show that any finite dimensional von Neumann algebra admits an orthonormal unitary basis with respect to its standard trace. We also show that a finite dimensional von Neumann s…