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Coding theory algorithm
In coding theory, Zemor's algorithm, designed and developed by Gilles Zémor, is a recursive low-complexity approach to code construction. It is an improvement
Zemor's_decoding_algorithm
Bipartite graph in coding theory
graphs, which are known not to admit asymptotically good codes. Zemor's decoding algorithm, which is a recursive low-complexity approach to code construction
Tanner_graph
Quantum LDPC code construction
03654. doi:10.1145/3519935.3520017. Leverrier, Anthony; Zémor, Gilles (2024). "Efficient Decoding up to a Constant Fraction of the Code Length for Asymptotically
Lifted-product_code
Number of nonzero symbols in a string
of any known algorithm. However, when a value is expected to have few nonzero bits, it may instead be more efficient to use algorithms that count these
Hamming_weight
polynomial time by algorithm A, then one could find and use polynomial time algorithm R (reduction algorithm) that would use algorithm A to solve problem
Security of cryptographic hash functions
Security_of_cryptographic_hash_functions
Israeli theoretical computer scientist
ISBN 978-1-5386-3464-6, ECCC TR17-089 Evra, Shai; Kaufman, Tali; Zémor, Gilles (June 2022), "Decodable quantum LDPC codes beyond the n {\displaystyle {\sqrt {n}}}
Tali_Kaufman
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ZEMORS DECODING-ALGORITHM
ZEMORS DECODING-ALGORITHM
ZEMORS DECODING-ALGORITHM
ZEMORS DECODING-ALGORITHM
ZEMORS DECODING-ALGORITHM
ZEMORS DECODING-ALGORITHM
ZEMORS DECODING-ALGORITHM
ZEMORS DECODING-ALGORITHM
ZEMORS DECODING-ALGORITHM
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