×

zbMATH — the first resource for mathematics

Innamorati, Stefano

Compute Distance To:
Author ID: innamorati.stefano Recent zbMATH articles by "Innamorati, Stefano"
Published as: Innamorati, Stefano; Innamorati, S.
Documents Indexed: 41 Publications since 1987, including 1 Book

Publications by Year

Citations contained in zbMATH Open

23 Publications have been cited 50 times in 34 Documents Cited by Year
On blocking sets of smallest cardinality in the projective plane of order seven. Zbl 0945.51522
Innamorati, S.; Maturo, A.
7
1991
A combinatorial characterization of quadrics. Zbl 0959.51022
Ferri, Osvaldo; Ferri, Stefania; Innamorati, Stefano
4
2000
Minimal blocking sets in \(PG(2,8)\) and maximal partial spreads in \(PG(3,8)\). Zbl 1049.51003
Barát, J.; Del Fra, A.; Innamorati, S.; Storme, L.
4
2004
A combinatorial characterization of the Hermitian surface. Zbl 1285.51003
Innamorati, Stefano; Zannetti, Mauro; Zuanni, Fulvio
4
2013
The spectrum of minimal blocking sets. Zbl 0943.51005
Innamorati, Stefano; Maturo, Antonio
3
1999
In \(\mathrm{AG}(3, q)\) any \(q^2\)-set of class \([1, m, n]_2\) is a cap. Zbl 1371.05038
Innamorati, Stefano; Zuanni, Fulvio
3
2015
4-blocked Hadamard 3-designs. Zbl 0889.05016
Berardi, Luigia; Buratti, Marco; Innamorati, Stefano
2
1997
On two character \((q^{7}+q^{5}+q^{2}+1)\)-sets in \(\mathrm{PG}(4,q^{2})\). Zbl 1322.51004
Innamorati, Stefano; Zannetti, Mauro; Zuanni, Fulvio
2
2015
Arcs and blocking sets in symmetric designs. Zbl 0659.05023
Eugeni, Franco; Innamorati, Stefano
2
1987
Constructing Steiner triple systems partially embedded in a projective plane. Zbl 0767.51002
Innamorati, Stefano; Lo Faro, Giovanni
2
1992
A characterization of the lines external to a hyperbolic quadric in PG(\(3,q\)). Zbl 1265.51006
Innamorati, S.; Zannetti, M.; Zuanni, F.
2
2012
In \(\mathrm{AG}(3,q)\) any \(q^2\)-set of class \([0,m,n]_2\) containing a line is a cylinder. Zbl 1380.51008
Innamorati, Stefano; Zuanni, Fulvio
2
2017
A characterization of the set of lines either external to or secant to an ovoid in PG\((3,q)\). Zbl 1227.51007
Innamorati, Stefano
2
2011
A note on sets of type \((0, mq, 2mq)_2\) in \(PG(3, q)\). Zbl 1441.51003
Innamorati, Stefano; Zannetti, Mauro; Zuanni, Fulvio
2
2020
On Segre variety. Zbl 0738.51006
Bichara, Alessandro; Innamorati, Stefano
1
1991
The non-existence of certain large minimal blocking sets. Zbl 0917.51012
Innamorati, Stefano
1
1998
Irreducible blocking sets in the projective plane of order five. Zbl 0718.51006
Berardi, L.; Innamorati, S.
1
1990
Remarks on hypergroupoids and cryptography. Zbl 1231.94048
Berardi, Luigia; Eugeni, Franco; Innamorati, Stefano
1
1992
Largest minimal blocking sets in PG(2,8). Zbl 1028.51010
Barát, J.; Innamorati, S.
1
2003
A characterization of the planes secant to a non-singular quadric in \(PG(4,q)\). Zbl 1265.51007
Innamorati, Stefano; Zannetti, Mauro
1
2011
A characterization of the non-Baer lines of a Hermitian surface. Zbl 1261.51007
Innamorati, Stefano; Zannetti, Mauro; Zuanni, Fulvio
1
2012
The yin-yang structure of the affine plane of order four. Zbl 1313.51001
Innamorati, Stefano; Tondini, Daniela
1
2013
In \(\mathrm{PG}(3,q)\), \(q=p^h\) a prime power and \(h\) having no odd factor, any \((q^2+1)\)-set of class \([0,m,n]_1\) is an ovoid and any \((q^2+q+1)\)-set of class \([1,m,n]_2\) containing at least two lines is either a plane or a cone projecting an oval from a point. Zbl 1454.51006
Innamorati, Stefano; Zannetti, Mauro
1
2019
A note on sets of type \((0, mq, 2mq)_2\) in \(PG(3, q)\). Zbl 1441.51003
Innamorati, Stefano; Zannetti, Mauro; Zuanni, Fulvio
2
2020
In \(\mathrm{PG}(3,q)\), \(q=p^h\) a prime power and \(h\) having no odd factor, any \((q^2+1)\)-set of class \([0,m,n]_1\) is an ovoid and any \((q^2+q+1)\)-set of class \([1,m,n]_2\) containing at least two lines is either a plane or a cone projecting an oval from a point. Zbl 1454.51006
Innamorati, Stefano; Zannetti, Mauro
1
2019
In \(\mathrm{AG}(3,q)\) any \(q^2\)-set of class \([0,m,n]_2\) containing a line is a cylinder. Zbl 1380.51008
Innamorati, Stefano; Zuanni, Fulvio
2
2017
In \(\mathrm{AG}(3, q)\) any \(q^2\)-set of class \([1, m, n]_2\) is a cap. Zbl 1371.05038
Innamorati, Stefano; Zuanni, Fulvio
3
2015
On two character \((q^{7}+q^{5}+q^{2}+1)\)-sets in \(\mathrm{PG}(4,q^{2})\). Zbl 1322.51004
Innamorati, Stefano; Zannetti, Mauro; Zuanni, Fulvio
2
2015
A combinatorial characterization of the Hermitian surface. Zbl 1285.51003
Innamorati, Stefano; Zannetti, Mauro; Zuanni, Fulvio
4
2013
The yin-yang structure of the affine plane of order four. Zbl 1313.51001
Innamorati, Stefano; Tondini, Daniela
1
2013
A characterization of the lines external to a hyperbolic quadric in PG(\(3,q\)). Zbl 1265.51006
Innamorati, S.; Zannetti, M.; Zuanni, F.
2
2012
A characterization of the non-Baer lines of a Hermitian surface. Zbl 1261.51007
Innamorati, Stefano; Zannetti, Mauro; Zuanni, Fulvio
1
2012
A characterization of the set of lines either external to or secant to an ovoid in PG\((3,q)\). Zbl 1227.51007
Innamorati, Stefano
2
2011
A characterization of the planes secant to a non-singular quadric in \(PG(4,q)\). Zbl 1265.51007
Innamorati, Stefano; Zannetti, Mauro
1
2011
Minimal blocking sets in \(PG(2,8)\) and maximal partial spreads in \(PG(3,8)\). Zbl 1049.51003
Barát, J.; Del Fra, A.; Innamorati, S.; Storme, L.
4
2004
Largest minimal blocking sets in PG(2,8). Zbl 1028.51010
Barát, J.; Innamorati, S.
1
2003
A combinatorial characterization of quadrics. Zbl 0959.51022
Ferri, Osvaldo; Ferri, Stefania; Innamorati, Stefano
4
2000
The spectrum of minimal blocking sets. Zbl 0943.51005
Innamorati, Stefano; Maturo, Antonio
3
1999
The non-existence of certain large minimal blocking sets. Zbl 0917.51012
Innamorati, Stefano
1
1998
4-blocked Hadamard 3-designs. Zbl 0889.05016
Berardi, Luigia; Buratti, Marco; Innamorati, Stefano
2
1997
Constructing Steiner triple systems partially embedded in a projective plane. Zbl 0767.51002
Innamorati, Stefano; Lo Faro, Giovanni
2
1992
Remarks on hypergroupoids and cryptography. Zbl 1231.94048
Berardi, Luigia; Eugeni, Franco; Innamorati, Stefano
1
1992
On blocking sets of smallest cardinality in the projective plane of order seven. Zbl 0945.51522
Innamorati, S.; Maturo, A.
7
1991
On Segre variety. Zbl 0738.51006
Bichara, Alessandro; Innamorati, Stefano
1
1991
Irreducible blocking sets in the projective plane of order five. Zbl 0718.51006
Berardi, L.; Innamorati, S.
1
1990
Arcs and blocking sets in symmetric designs. Zbl 0659.05023
Eugeni, Franco; Innamorati, Stefano
2
1987

Citations by Year