COMBINING SUBSPACE CODES

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Abstract

In the context of constant–dimension subspace codes, an impor-tant problem is to determine the largest possible size Aq(n, d; k) of codes whose codewords are k-subspaces of Fnq with minimum subspace distance d. Here in order to obtain improved constructions, we investigate several approaches to combine subspace codes. This allow us to present improvements on the lower bounds for constant–dimension subspace codes for many parameters, including Aq(10, 4; 5), Aq(12, 4; 4), Aq(12, 6, 6) and Aq(16, 4; 4).

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APA

Cossidente, A., Kurz, S., Marino, G., & Pavese, F. (2023). COMBINING SUBSPACE CODES. Advances in Mathematics of Communications, 17(3), 536–550. https://doi.org/10.3934/amc.2021007

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