Abstract
Lately, quantum error correcting codes have been considered as the Gray images of some special codes over various rings. In this study, we investigate the structure of the cyclic codes of arbitrary length over the finite nonchain ring R p = F p +vF p +···+v p-1 F p where v p = v and obtain quantum error correcting codes over F p by using the Gray map defined in the work of Bayram and Siap (2014).
Keywords
Class (philosophy)
Algorithm
Computer science
Combinatorics
Discrete mathematics
Artificial intelligence
Mathematics
Subject Areas
Quantum Computing Algorithms and Architecture
·Artificial Intelligence ·Physical Sciences
Quantum-Dot Cellular Automata
·Computational Theory and Mathematics ·Physical Sciences
Coding theory and cryptography
·Artificial Intelligence ·Physical Sciences
Citations by Year
2016: 1
2018: 1
2019: 1
2022: 1
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