An approach to the computations of upper bounds on the size of large complete arcs is presented. In particular, we obtain geometrical properties of irreducible envelopes associated with a second largest complete arc provided that the order of the underlying field is large enough.
On large complete arcs: odd case
GIULIETTI, Massimo;PAMBIANCO, Fernanda;UGHI, Emanuela
2002
Abstract
An approach to the computations of upper bounds on the size of large complete arcs is presented. In particular, we obtain geometrical properties of irreducible envelopes associated with a second largest complete arc provided that the order of the underlying field is large enough.File in questo prodotto:
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