In this work we summarize some recent results to be included in a forthcoming paper [1]. The classification of all the minimal 1-saturating sets in PG(2, 9) and PG(2, 11) and the classification of minimal 1-saturating sets of the smallest size in PG(2, q), 16 <= q <= 23, are given. These results have been found using a computer-based exhaustive search that exploits projective equivalence properties.
Classification of the smallest minimal 1-saturating sets in PG(2, q), q <= 23
BARTOLI, DANIELE;FAINA, Giorgio;MARCUGINI, Stefano;PAMBIANCO, Fernanda
2013
Abstract
In this work we summarize some recent results to be included in a forthcoming paper [1]. The classification of all the minimal 1-saturating sets in PG(2, 9) and PG(2, 11) and the classification of minimal 1-saturating sets of the smallest size in PG(2, q), 16 <= q <= 23, are given. These results have been found using a computer-based exhaustive search that exploits projective equivalence properties.File in questo prodotto:
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