Dyadic matrices enable algebraic construction of QLDPC codes with enumerated short cycles and absorbing sets, yielding decoding gains in simulations even without higher girth.
Absorbing sets of codes from finite geometries,
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Combinatorial Analysis of Dyadic and Quasi-Dyadic Codes
Dyadic matrices enable algebraic construction of QLDPC codes with enumerated short cycles and absorbing sets, yielding decoding gains in simulations even without higher girth.