Sfoglia per Autore
On two character (q^7+q^5+q^2+1)-sets in PG(4,q^2)
2015-01-01 Innamorati, Stefano; Zannetti, Mauro; Zuanni, Fulvio
2l=9+12: PG(2,4)=AG(2, 3)+DAG(2,3).
2017-01-01 Mancini, Chiara; Zannetti, Mauro
On the parabolic quadric in PG(4,q)
2017-01-01 Zannetti, Mauro
Non-existence of sets of type (0,1,2,n_d)_d in PG(r,q) with 3<=d<=r-1 and r>=4
2018-01-01 Zannetti, Mauro
In 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
2019-01-01 Innamorati, Stefano; Zannetti, Mauro
A note on sets of type (0,mq,2mq)_2 in PG(3, q)
2020-01-01 Innamorati, Stefano; Zannetti, Mauro; Zuanni, Fulvio
The shape of the (15,3)-arc of PG(2,7)
2021-01-01 Innamorati, Stefano; Zannetti, Mauro
Sets of type (q+2,n) in PG(3,q)
2023-01-01 Innamorati, S; Zannetti, M; Zuanni, F
Sets of type (q-1, n) in PG(3, q)
2023-01-01 Innamorati, S; Zannetti, M; Zuanni, F
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