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Quantum Error Correction Fault Tolerance
Quantum Machine Learning
New self-dual additive mathbb{F}4-codes constructed from circulant graphs
arXiv
Authors: Markus Grassl, Masaaki Harada
Year
2015
Paper ID
27212
Status
Preprint
Abstract Read
~2 min
Abstract Words
40
Citations
N/A
Abstract
In order to construct quantum [[n,0,d]] codes for (n,d)=(56,15), (57,15), (58,16), (63,16), (67,17), (70,18), (71,18), (79,19), (83,20), (87,20), (89,21), (95,20), we construct self-dual additive mathbb{F}4-codes of length n and minimum weight d from circulant graphs. The quantum codes with these parameters are constructed for the first time.
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- In order to construct quantum [[n,0,d]] codes for (n,d)=(56,15), (57,15), (58,16), (63,16), (67,17), (70,18), (71,18), (79,19), (83,20), (87,20), (89,21), (95,20), we construct...
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