Sfoglia per Autore
A combinatorial characterization of the Baer and the unital cone in PG(3 , q2)
2020-01-01 Innamorati, S.; Zuanni, F.
The shape of the (15,3)-arc of PG(2,7)
2021-01-01 Innamorati, Stefano; Zannetti, Mauro
Classifying sets of class [1, q + 1, 2q + 1, q^2 + q + 1]_2 in PG(r, q), r >= 3.
2021-01-01 Innamorati, Stefano; Zuanni, Fulvio
A Combinatorial Characterization of H(4, q2)†
2022-01-01 Innamorati, S.; Zuanni, F.
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
Note on Discovering Doily in PG(2,5)
2023-01-01 Innamorati, Stefano
Quasi-Configurations Derived by Special Arrangements of Lines
2024-01-01 Innamorati, Stefano
Classifying sets of type (4,n) in PG(3,q)
2024-01-01 Innamorati, Stefano
Titolo | Data di pubblicazione | Autore(i) | File |
---|---|---|---|
A combinatorial characterization of the Baer and the unital cone in PG(3 , q2) | 1-gen-2020 | Innamorati, S.; Zuanni, F. | |
The shape of the (15,3)-arc of PG(2,7) | 1-gen-2021 | Innamorati, Stefano; Zannetti, Mauro | |
Classifying sets of class [1, q + 1, 2q + 1, q^2 + q + 1]_2 in PG(r, q), r >= 3. | 1-gen-2021 | Innamorati, Stefano; Zuanni, Fulvio | |
A Combinatorial Characterization of H(4, q2)† | 1-gen-2022 | Innamorati, S.; Zuanni, F. | |
Sets of type (q+2,n) in PG(3,q) | 1-gen-2023 | Innamorati, S; Zannetti, M; Zuanni, F | |
Sets of type (q-1, n) in PG(3, q) | 1-gen-2023 | Innamorati, S; Zannetti, M; Zuanni, F | |
Note on Discovering Doily in PG(2,5) | 1-gen-2023 | Innamorati, Stefano | |
Quasi-Configurations Derived by Special Arrangements of Lines | 1-gen-2024 | Innamorati, Stefano | |
Classifying sets of type (4,n) in PG(3,q) | 1-gen-2024 | Innamorati, Stefano |
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