NAPOLITANO, Vito

NAPOLITANO, Vito  

Dipartimento di Matematica e Fisica (DMF)  

Risultati 1 - 20 di 77 (tempo di esecuzione: 0.025 secondi).
Titolo Data di pubblicazione Autore(i) File
A (0, 1)-Matrix framework for elliptic semiplanes 1-gen-2008 Abreu, M; Funk, M; Labbate, D; Napolitano, Vito
A characterization of reguli in PG(3, K) and PG(5, K) 1-gen-2002 Napolitano, Vito
A common characterization of the projective spaces PG(4 n) and PG(5,n) 1-gen-2013 Napolitano, Vito; Olanda, D.
A geometric construction of a binary [20, 6, 8]-linear code 1-gen-2005 Cossidente, A; Napolitano, Vito
An inequality for finite planar spaces with no disjoint planes 1-gen-2008 Napolitano, Vito
A Characterization of the Hermitian Variety in Finite 3-Dimensional Projective Spaces 1-gen-2015 Napolitano, Vito
Characterization of three types of planar spaces with invisible planes 1-gen-1996 Durante, N; Napolitano, Vito; Olanda, D.
Classical varieties and caps 1-gen-2002 Cossidente, A; Napolitano, Vito
A classification of {0, 1, 2}-inversive planes 1-gen-1999 Durante, N; Huebsch, U; Napolitano, Vito; Ueberberg, J.
CODES WITH FEW WEIGHTS ARISING FROM LINEAR SETS 1-gen-2020 Napolitano, V.; Zullo, F.
Cones in PG(3, q) 1-gen-2020 Napolitano, Vito
Configuration graphs of neighbourhood geometries 1-gen-2008 Abreu, M; Funk, M; Labbate, D; Napolitano, Vito
Deletions, Exstensions and Reductions of elliptic semiplanes 1-gen-2010 M., Abreu; M., Funk; D., Labbate; Napolitano, Vito
Una dimostrazione unificata dei teoremi di Bridges, de Witte e del teorema fondamentale degli spazi lineari finiti 1-gen-2001 Napolitano, Vito
An easy characterization of PG(4, n) 1-gen-2017 Napolitano, Vito; Olanda, Domenico
Embedding semilinear and linear spaces in Grassmann spaces 1-gen-2010 Melone, N.; Napolitano, Vito
Erratum: On a class of finite linear spaces with few lines 1-gen-2003 Napolitano, Vito
A family of regular graphs of girth 5 1-gen-2008 Abreu, M; Funk, M; Labbate, D; Napolitano, Vito
Finite linear spaces with four more lines than points 1-gen-2004 Napolitano, Vito
Finite partially {0, 1}-semiaffine linear spaces 1-gen-1999 Durante, N.; Napolitano, Vito; Olanda, D.