Searching for "Quantum Random Access Coding." – sorted by Relevance.
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4,1)-quantum random access coding does not exist
- arXiv:quant-ph/0604061v1 10 Apr 2006 (4, 1)-Quantum Random Access Coding Does Not Exist Masahito
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- Ambainis Scribe: Sarvagya Upadhyay 1 Quantum Random Access Codes Suppose we have an n-bit string and we
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A Hypercontractive Inequality for MatrixValued Functions with Applications to Quantum Computing
- may be viewed as a direct product version of Nayak’s quantum random access code bound. It in turn
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Dense Quantum Coding and Quantum Finite Automata
- up the possibility of quantum random access codes, which encode classical bits into many fewer qubits
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Exponential lower bound for 2-query locally decodable codes via a quantum argument
- LQDCs by showing, roughly speaking, that a 1-query LQDC of length m induces a quantum random access code
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Nearly private information retrieval
- ’s lower bound (Fact 3.2) turns out to be a lower bound for quantum random access codes, due to Nayak [8
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Limitations of Quantum Advice and One-Way Communication
- : the VC-dimension method of Klauck [19], which relied on lower bounds for quantum random access codes due
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Polynomial time quantum computation with advice
- random access coding (QRAC) [3], we show that quantum advice cannot be made shorter than the 8 per cent
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Improved Lower Bounds for Locally Decodable Codes and Private Information Retrieval
- is the following lemma, which shows how the query of a QSC gives rise to a quantum random access code. Let u = P b
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unknown title
- , . . .,xN))x1,...,xN Recall from our previous lecture on quantum random access codes (Lecture 15, June 20
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