A Combinatorial Characterization of H(4, q2)

Author:

Innamorati StefanoORCID,Zuanni Fulvio

Abstract

In this paper, we remove the solid incidence assumption in a characterization of H(4,q2) by J. Schillewaert and J. A. Thasby proving that Hermitian plane incidence numbers imply Hermitian solid incidence numbers, except for a few possible small cases.

Publisher

MDPI AG

Subject

General Mathematics,Engineering (miscellaneous),Computer Science (miscellaneous)

Reference11 articles.

1. General Galois Geometries;Hirschfeld,1991

2. A Characterization of the Hermitian Variety in Finite 3-Dimensional Projective Spaces;Napolitano;Electron. J. Comb.,2015

3. Caratterizzazione grafica delle forme Hermitiane di un Sr,q;Tallini Scafati;Rend. Mat.,1967

4. A proof of Sørensen’s conjecture on Hermitian surfaces

5. A characterization of the family of secant lines to a hyperbolic quadric in PG(3,q), q odd

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