Title: Multipath Routing for Multiparty Quantum Key Distribution
MS Candidate: Samuel Oslovich
Major Advisors: Dr. Bing Wang
Associate Advisor: Dr. Walter Krawec, Dr. Alexander Russell
Date/Time: Wednesday, April 10th, 2024, 2:00pm
Location: HBL Class of 1947 Conference Room
Webex link: https://uconn-cmr.webex.com/uconn-cmr/j.php?MTID=m4702cb3fcd42b0e329de4777462d620f
Meeting number: 2633 698 4977
Password: dtBFWTK4c65
Abstract
Quantum key distribution (QKD) is used to establish secret keys between users for secure communication. To execute the QKD protocol and establish a key for end users over long distance, entanglements need to be routed over a quantum network to the end users. Routing in quantum networks for QKD has been explored for pairwise keys, however the multiparty case is still an open problem.
In this work, we develop routing algorithms for multiparty QKD. Both single and multipath algorithms are developed and simulated for fixed and dynamic routing scenarios.
Our routing protocols result in significantly higher key rates when compared to fixed path routing schemes. We demonstrate that multiparty quantum key distribution outperforms pairwise quantum key distribution in a simulated network setting. Additionally, we derive analytical expressions for the 3-party case.