[PDF][PDF] A note on sets of type (3, n) in PG (3, q)

F Zuanni - Bull. ICA, 2023 - the-ica.org
BULLETINofThe INSTITUTEof COMBINATORICSandits APPLICATIONS Page 1
BULLETINofThe Volume 99 October 2023 INSTITUTEof COMBINATORICSandits …

On two character (q 7 + q 5 + q 2 + 1)-sets in PG(4, q 2)

S Innamorati, M Zannetti, F Zuanni - Journal of Geometry, 2015 - Springer
On two character (q7 + q5 + q2 + 1)-sets in PG(4, q2) Page 1 J. Geom. 106 (2015), 287–296
c© 2014 Springer Basel AG 0047-2468/15/020287-10 published online October 19, 2014 DOI …

[PDF][PDF] A characterization of the Hermitian variety in finite 3-dimensional projective spaces

V Napolitano - The Electronic Journal of Combinatorics, 2015 - combinatorics.org
A characterization of the Hermitian variety in finite 3-dimensional projective spaces Page 1 A
characterization of the Hermitian variety in finite 3-dimensional projective spaces Vito …

[HTML][HTML] On quasi-Hermitian varieties in PG (3, q2)

V Napolitano - Discrete Mathematics, 2016 - Elsevier
On quasi-Hermitian varieties in PG(3,q2) - ScienceDirect Skip to main contentSkip to article
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On (q2 + q + 1)-sets of class [1, m, n]2 in PG(3, q)

V Napolitano - Journal of Geometry, 2014 - Springer
On (q2 + q + 1)-sets of class [1, m, n]2 in PG(3, q) Page 1 J. Geom. 105 (2014), 449–455 c©
2014 Springer Basel 0047-2468/14/030449-7 published online February 21, 2014 DOI …

Classifying Sets of Type (4,n) in PG(3,q)

S Innamorati - Foundations, 2024 - mdpi.com
In the present work, we classify sets of type (4, n) in PG (3, q). We prove that PG (3, q), apart
from the planes of PG (3, 3), contains only sets of type (4, n) with standard parameters. Thus …

On sets of type (q + 1, n)2 in finite three-dimensional projective spaces

V Napolitano - Journal of Geometry, 2013 - Springer
On sets of type (q + 1, n) in finite three-dimensional projective spaces Page 1 J. Geom. 104 (2013),
557–562 c 2013 Springer Basel 0047-2468/13/030557-6 published online September 11 …

Ruled sets of plane–type (m, h) _2 (m, h) 2 in PG (3, q) PG (3, q) with m ≤ qm≤ q

V Napolitano - Journal of Geometry, 2017 - Springer
Abstract Thas (Geom Dedicata 1 (2): 236–240, 1973) proved that a set KK of points of PG (d,
q) PG (d, q) intersected by any hyperplane in 1 or h points (and hyperplanes with exactly …

Sets of type (qn) in PG(3, q)

N Durante, V Napolitano, D Olanda - Ricerche di Matematica, 2016 - Springer
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Note on a Class of Subsets of AG(3, q) with Intersection Numbers 1, q and n with respect to the Planes

V Napolitano - Geometry, 2013 - Wiley Online Library
Note on a Class of Subsets of AG(3, q) with Intersection Numbers 1, q and n with respect to the
Planes - Napolitano - 2013 - Geometry - Wiley Online Library Skip to Article Content Skip to …