Showing math.COShow all
2 papers · 1 filter
math.CO2026
Irreducible Ferrers diagrams in the Etzion-Silberstein conjecture
Hugo Beeloo-Sauerbier Couvée, Alessandro Neri
The Etzion-Silberstein conjecture asserts that, for any finite field , Ferrers diagram , and integer , there exists a linear matrix code supported on $\ma…
math.CO2024
A proof of the Etzion-Silberstein conjecture for monotone and MDS-constructible Ferrers diagrams
Alessandro Neri, Mima Stanojkovski
Ferrers diagram rank-metric codes were introduced by Etzion and Silberstein in 2009. In their work, they proposed a conjecture on the largest dimension of a space of matrices over…