Explicit families of F_q-linear QMDS codes over F_{q^h} achieve lengths q^h+2 and q^h+3, exceeding the classical linear MDS bound of q^h+1.
On d-Dimensional Dual Hyperovals
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Long QMDS additive code
Explicit families of F_q-linear QMDS codes over F_{q^h} achieve lengths q^h+2 and q^h+3, exceeding the classical linear MDS bound of q^h+1.