For p an odd prime such that 4 divides p-3, an interesting example of a plane arc of size 4(p-1) in the projective plane over the finite field with p^2 elements GF(p^2) is constructed. Such an arc turns out to be complete provided that p is less than or equal to 31.
A small complete arc in PG(2, q), q = p^2, p ≡ 3 (mod 4)
GIULIETTI, Massimo;UGHI, Emanuela
1999
Abstract
For p an odd prime such that 4 divides p-3, an interesting example of a plane arc of size 4(p-1) in the projective plane over the finite field with p^2 elements GF(p^2) is constructed. Such an arc turns out to be complete provided that p is less than or equal to 31.File in questo prodotto:
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