Ovoids of H(3, q(2)), q odd, admitting a group of order (q+1)(3)/2

Pavese, F

Pavese, F (reprint author), Politecn Bari, Dipartimento Meccan Matemat & Management, Via Orabona 4, I-70125 Bari, Italy.

DISCRETE MATHEMATICS, 2018; 341 (7): 2089

Abstract

A new construction of an ovoid O of the Hermitian surface H(3, q(2)),q > 3 odd, is provided. In particular, O is left invariant by a group of order......

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