We present new infinite families of ( q 2 + 1)-tight sets of quadrics admitting the symplectic group PSp( n, q), n = 4 , 6, as an automorphism group. Our constructions rely on the geometry of Veronese and Grassmann varieties.
Infinite families of (q2+1) -tight sets of quadrics with an automorphism group PSp(n,q) , n=4,6
A. Cossidente
2024-01-01
Abstract
We present new infinite families of ( q 2 + 1)-tight sets of quadrics admitting the symplectic group PSp( n, q), n = 4 , 6, as an automorphism group. Our constructions rely on the geometry of Veronese and Grassmann varieties.File in questo prodotto:
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