AbstractIn this paper a projective combinatorial characterization of Veronese varieties in a Galois space PG(n, q) is given
Our main aim is to provide a uniform geometric characterization of the analogues over arbitrary fiel...
AbstractA family of caps constructed by G. L. Ebert, K. Metsch and T. Szönyi results from projecting...
AbstractWe deal with the geometry of a Galois space PG(N,q) of countable dimension. We study subsets...
AbstractIn this paper a projective combinatorial characterization of Veronese varieties in a Galois ...
AbstractIn this paper all Veronesean caps of projective spaces of finite dimension over skewfields a...
AbstractIn this paper all Veronesean caps of projective spaces of finite dimension over skewfields a...
We survey the known and recent characterizations of Segre varieties and Veronesea varieties
A combinatorial characterization of the Veronese variety of all quadrics in PG(n, q) by means of its...
A combinatorial characterization of the Veronese variety of all quadrics in PG(n, q) by means of its...
AbstractWe show that all Veronesean caps in finite projective spaces, as defined by Mazzocca and Mel...
A combinatorial characterization of the Veronese variety of all quadrics in PG(n, q) by means of its...
We classify all embeddings theta: PG(n, q) -> PG(d, q), with d >= n(n+3)/2 such that theta maps the ...
We prove a conjecture stated by Catalisano, Geramita, and Gimigliano in 2002, which claims that the ...
Our main aim is to provide a uniform geometric characterization of the analogues over arbitrary fiel...
Our main aim is to provide a uniform geometric characterization of the analogues over arbitrary fiel...
Our main aim is to provide a uniform geometric characterization of the analogues over arbitrary fiel...
AbstractA family of caps constructed by G. L. Ebert, K. Metsch and T. Szönyi results from projecting...
AbstractWe deal with the geometry of a Galois space PG(N,q) of countable dimension. We study subsets...
AbstractIn this paper a projective combinatorial characterization of Veronese varieties in a Galois ...
AbstractIn this paper all Veronesean caps of projective spaces of finite dimension over skewfields a...
AbstractIn this paper all Veronesean caps of projective spaces of finite dimension over skewfields a...
We survey the known and recent characterizations of Segre varieties and Veronesea varieties
A combinatorial characterization of the Veronese variety of all quadrics in PG(n, q) by means of its...
A combinatorial characterization of the Veronese variety of all quadrics in PG(n, q) by means of its...
AbstractWe show that all Veronesean caps in finite projective spaces, as defined by Mazzocca and Mel...
A combinatorial characterization of the Veronese variety of all quadrics in PG(n, q) by means of its...
We classify all embeddings theta: PG(n, q) -> PG(d, q), with d >= n(n+3)/2 such that theta maps the ...
We prove a conjecture stated by Catalisano, Geramita, and Gimigliano in 2002, which claims that the ...
Our main aim is to provide a uniform geometric characterization of the analogues over arbitrary fiel...
Our main aim is to provide a uniform geometric characterization of the analogues over arbitrary fiel...
Our main aim is to provide a uniform geometric characterization of the analogues over arbitrary fiel...
AbstractA family of caps constructed by G. L. Ebert, K. Metsch and T. Szönyi results from projecting...
AbstractWe deal with the geometry of a Galois space PG(N,q) of countable dimension. We study subsets...
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