MSRD-constructible block Ferrers diagrams attain the Etzion–Silberstein bound over large fields, and reduce to block-triangular cases that yield new arbitrary-field optimal codes for extremal distances.
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On the Etzion-Silberstein conjecture for block Ferrers diagrams
MSRD-constructible block Ferrers diagrams attain the Etzion–Silberstein bound over large fields, and reduce to block-triangular cases that yield new arbitrary-field optimal codes for extremal distances.