TH4.R2.3

A family of permutationally invariant quantum codes

Arda Aydin, University of Maryland, United States; Max Alekseyev, George Washington University, United States; Alexander Barg, University of Maryland, United States
Session:
Quantum Coding Theory 3
Track:
6: Quantum Information and Coding Theory
Location:
Ypsilon I-II-III
Presentation Time:
Thu, 11 Jul, 17:05 - 17:25
Session Chair:
Joseph Renes,
Presentation
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Discussion
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Session TH4.R2
TH4.R2.1: Optimal Lower Bound of the Average Indeterminate Length Lossless Quantum Block Encoding
George Androulakis, Rabins Wosti, University of South Carolina, United States
TH4.R2.2: Graph Neural Networks for Enhanced Decoding of Quantum LDPC Codes
Anqi Gong, ETH Zürich, Switzerland; Sebastian Cammerer, NVIDIA, Germany; Joseph Renes, ETH Zürich, Switzerland
TH4.R2.3: A family of permutationally invariant quantum codes
Arda Aydin, University of Maryland, United States; Max Alekseyev, George Washington University, United States; Alexander Barg, University of Maryland, United States
TH4.R2.4: Abelian Group Codes for Classical and CQ Channel Coding: One-shot and Asymptotic Rate Bounds
James (Chin-Jen) Pang, Marvell Technology, Inc., United States; S. Sandeep Pradhan, University of Michigan, United States; Hessam Mahdavifar, Northeastern University, United States
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