AbstractThe goal of this work is to prove that all Segre varieties Σn1,…,ns⊆PN, N=∏i=1s(ni+1)−1, (unless the quadric surface in P3) support families of arbitrarily large dimension and rank of simple Ulrich (and hence ACM ) vector bundles. Therefore, they are of wild representation type
AbstractLet X(1,d)(n,m) denote the Segre–Veronese embedding of Pn×Pm via the sections of the sheaf O...
We determine for all values of (a,b,c), the dimension of the secant varieties of the (a,b,c)-embeddi...
The a-invariant is determined and a description of the defining ideal for the set SK of rational poi...
The goal of this work is to prove that all Segre varietiesΣn1,...,ns⊆PN,N=si=1(ni+1)−1,(unless the q...
AbstractThe goal of this work is to prove that all Segre varieties Σn1,…,ns⊆PN, N=∏i=1s(ni+1)−1, (un...
The goal of this work is to determine the representation type of any smooth rational ACM surface in ...
We show that the Segre product of a line and a smooth conic, naturally embedded in P5, is a smooth p...
We show a remarkable property of the CM-wild variety P1×P2, namely that the only ACM sheaves moving ...
Let Vt=P1x \u2026 x P1 be the product of t copies of the 1-dimensional projective space P1, embedded...
Abstract. This paper studies the dimension of secant varieties to Segre va-rieties. The problem is c...
Abstract. Let Xm,n be the Segre-Veronese variety Pm×Pn embedded by the morphism given by O(1, 2). In...
AbstractLet Xm,n be the Segre–Veronese variety Pm×Pn embedded by the morphism given by O(1,2) and le...
Let X(1,d) denote the Segre-Veronese embedding of Pn x Pm via the sections of the sheaf O(1, d). We ...
[eng] The subject of this thesis lies at the junction of mainly three topics: construction of large ...
AbstractIn this paper we are concerned with the problem of the dimension of the sth higher secant va...
AbstractLet X(1,d)(n,m) denote the Segre–Veronese embedding of Pn×Pm via the sections of the sheaf O...
We determine for all values of (a,b,c), the dimension of the secant varieties of the (a,b,c)-embeddi...
The a-invariant is determined and a description of the defining ideal for the set SK of rational poi...
The goal of this work is to prove that all Segre varietiesΣn1,...,ns⊆PN,N=si=1(ni+1)−1,(unless the q...
AbstractThe goal of this work is to prove that all Segre varieties Σn1,…,ns⊆PN, N=∏i=1s(ni+1)−1, (un...
The goal of this work is to determine the representation type of any smooth rational ACM surface in ...
We show that the Segre product of a line and a smooth conic, naturally embedded in P5, is a smooth p...
We show a remarkable property of the CM-wild variety P1×P2, namely that the only ACM sheaves moving ...
Let Vt=P1x \u2026 x P1 be the product of t copies of the 1-dimensional projective space P1, embedded...
Abstract. This paper studies the dimension of secant varieties to Segre va-rieties. The problem is c...
Abstract. Let Xm,n be the Segre-Veronese variety Pm×Pn embedded by the morphism given by O(1, 2). In...
AbstractLet Xm,n be the Segre–Veronese variety Pm×Pn embedded by the morphism given by O(1,2) and le...
Let X(1,d) denote the Segre-Veronese embedding of Pn x Pm via the sections of the sheaf O(1, d). We ...
[eng] The subject of this thesis lies at the junction of mainly three topics: construction of large ...
AbstractIn this paper we are concerned with the problem of the dimension of the sth higher secant va...
AbstractLet X(1,d)(n,m) denote the Segre–Veronese embedding of Pn×Pm via the sections of the sheaf O...
We determine for all values of (a,b,c), the dimension of the secant varieties of the (a,b,c)-embeddi...
The a-invariant is determined and a description of the defining ideal for the set SK of rational poi...
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