Large blocking sets in PG(2, q2)

Szonyi, T; Weiner, Z

Weiner, Z (通讯作者)，MTA ELTE Geometr & Algebra Combinator Res Grp, Pazmany Peter setany 1 C, H-1117 Budapest, Hungary.;Weiner, Z (通讯作者)，Prezi Inc, Nagymezoutca 54-56, H-1065 Budapest, Hungary.

FINITE FIELDS AND THEIR APPLICATIONS, 2023; 87 ():

Abstract

Minimal blocking sets in PG(2, q2) have size at most q3 + 1. This result is due to Bruen and Thas and the bound is sharp, sets attaining this bound ar......

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