TH1.R2.4

Rate-Limited Optimal Transport for Quantum Gaussian Observables

Hafez M. Garmaroudi, McMaster University, Canada; S. Sandeep Pradhan, University of Michigan, United States; Jun Chen, McMaster University, Canada
Session:
Quantum Data and Computation
Track:
6: Quantum Information and Coding Theory
Location:
Ypsilon I-II-III
Presentation Time:
Thu, 11 Jul, 10:45 - 11:05
Session Chair:
Holger Boche,
Presentation
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Discussion
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Session TH1.R2
TH1.R2.1: Quantum State Compression with Polar Codes
Jack Weinberg, Avijit Mandal, Henry Pfister, Duke University, United States
TH1.R2.2: Amplitude Transformation of Quantum State Based on QSVT
Lu Hou, School of Cyber Security, University of Chinese Academy of Sciences, China; Chang Lv, Key Laboratory of Cyberspace Security Defense,\\ Institute of Information Engineering, CAS, China
TH1.R2.3: Feynman Meets Turing: The Uncomputability of Quantum Gate-Circuit Emulation and Concatenation
Yannik Böck, Holger Boche, Zoe Garcia del Toro, Technical University of Munich, Germany; Frank Fitzek, Technische Universität Dresden, Germany
TH1.R2.4: Rate-Limited Optimal Transport for Quantum Gaussian Observables
Hafez M. Garmaroudi, McMaster University, Canada; S. Sandeep Pradhan, University of Michigan, United States; Jun Chen, McMaster University, Canada
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