We prove a lower bound for the minimum distance of the linear code associated to a Schubert variety. Moreover for a Schubert variety of lines we compute the full distribution of weights and the minimum distance.
On the linear codes arising from Schubert varieties
GUERRA, Lucio;VINCENTI, Rita
2004
Abstract
We prove a lower bound for the minimum distance of the linear code associated to a Schubert variety. Moreover for a Schubert variety of lines we compute the full distribution of weights and the minimum distance.File in questo prodotto:
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