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On the size of a blocking set in PG(2,p)

Blokhuis, A.

Publication date

January 1994

DOI

10.1007/bf01305953

Publisher

Springer Science and Business Media LLC

ISSN

0209-9683

Abstract

We show that the size of a non-trivial blocking set in the Desarguesian projective planePG(2,p), wherep is prime, is at least 3(p+1)/2. This settles a 25 year old conjecture of J. di Paola

Extracted data

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