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Vito Napolitano

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2008
12 Marien Abreu, Martin Funk, Domenico Labbate, Vito Napolitano: A (0, 1)-Matrix Framework for Elliptic Semiplanes. Ars Comb. 88: (2008)
11EEMarien Abreu, Martin Funk, Domenico Labbate, Vito Napolitano: A family of regular graphs of girth 5. Discrete Mathematics 308(10): 1810-1815 (2008)
2007
10EEVito Napolitano: Finite {0, s, 2s}-affine linear spaces. Discrete Mathematics 307(17-18): 2246-2260 (2007)
2006
9EENicola Durante, Vito Napolitano, Domenico Olanda: On projective spaces PG(r, q) with r>=4. Electronic Notes in Discrete Mathematics 26: 55-57 (2006)
2004
8 Vito Napolitano: Finite Linear Spaces With Four More Lines Than Points. Ars Comb. 70: (2004)
2003
7EEVito Napolitano: On a class of finite linear spaces with few lines. Discrete Mathematics 270(1-3): 206-223 (2003)
6EEVito Napolitano: Erratum to "On a class of finite linear spaces with few lines": [Discrete Mathematics 270 (2003) 207-224]. Discrete Mathematics 270(1-3): 224-225 (2003)
2002
5 Antonio Cossidente, Vito Napolitano: Classical varieties and caps. Ars Comb. 63: (2002)
4EEVito Napolitano: A characterization of reguli in PG(3, K) and PG(5, K). Discrete Mathematics 250(1-3): 171-180 (2002)
3EEVito Napolitano: On finite weakly {s, t}-semiaffine linear spaces. Discrete Mathematics 255(1-3): 325-341 (2002)
2000
2EENicola Durante, Vito Napolitano, Domenico Olanda: The Grassmann Space of a Planar Space. Eur. J. Comb. 21(5): 579-584 (2000)
1999
1EENicola Durante, Ursula Hübsch, Vito Napolitano, Johannes Ueberberg: A classification of finite {0, 1, 2}-inversive planes. Discrete Mathematics 208-209: 211-233 (1999)

Coauthor Index

1Marien Abreu [11] [12]
2Antonio Cossidente [5]
3Nicola Durante [1] [2] [9]
4Martin Funk [11] [12]
5Ursula Hübsch [1]
6Domenico Labbate [11] [12]
7Domenico Olanda [2] [9]
8Johannes Ueberberg [1]

Copyright © Sun May 17 03:24:02 2009 by Michael Ley (ley@uni-trier.de)