Optimal dense coding with arbitrary pure entangled states
Yuan Feng, Runyao Duan, Zhengfeng Ji
Abstract
We examine dense coding with an arbitrary pure entangled state sharing between the sender and the receiver. Upper bounds on the average success probability in approximate dense coding and on the probability of conclusive results in unambiguous dense coding are derived. We also construct the optimal protocol which saturates the upper bound in each case.
Create a lesson
Related papers
Comment on "Supervised Learning with Quantum Hamiltonian Embeddings" (arXiv:2610.26833)
Alexander G. Abanov, Luca Candelori, Kharen Musaelian
Data informed Ansatz Selection for Variational Quantum Circuits
Manav Seksaria, Advith Desu, Anil Prabhakar
Operational Thresholds for Long-Range Entanglement in Quantum Networks
Arn Caesar, Xinqi Hu, Kim Christensen
QECert: Formal Foundations for Quantum Error-Correction Theory in Lean
Keming He, Jiahan Chen, Enji Xiong et al.
Reopening the one clean qubit case of a semi-grand challenge
Christopher W. Mansell
Recoverability of Gravitational Entanglement under Decoherence
Yi-Xuan Wang, Julen S. Pedernales, Martin B. Plenio