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Quantum Machine Learning
Strongly Secure Quantum Ramp Secret Sharing Constructed from Algebraic Curves over Finite Fields
arXiv
Authors: Ryutaroh Matsumoto
Year
2014
Paper ID
46904
Status
Preprint
Abstract Read
~2 min
Abstract Words
59
Citations
N/A
Abstract
The first construction of strongly secure quantum ramp secret sharing by Zhang and Matsumoto had an undesirable feature that the dimension of quantum shares must be larger than the number of shares. By using algebraic curves over finite fields, we propose a new construction in which the number of shares can become arbitrarily large for fixed dimension of shares.
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- The first construction of strongly secure quantum ramp secret sharing by Zhang and Matsumoto had an undesirable feature that the dimension of quantum shares must be larger than...
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