A natural notion of delta-genus \Delta for a generalized polarized manifold (X,E), strictly related to its associated scroll, is introduced and pairs (X,E) with low \Delta are classified. The stronger are the properties enjoyed by the vector bundle E, the larger are the values of \Delta attained by the results
Let (X,L) be a quasi-polarized variety of dimension n. In this paper we investigate a lower bound fo...
Let X be a smooth complex projective variety of dimension n geq 2 polarized by an ample line bundle ...
Let $X$ be a smooth complex projective variety endowed with an ample vector bundle $\mathcal E$ admi...
A natural notion of ``delta-genus'' $\Delta$ for a generalized polarized manifold $(X,{\mathcal E})$...
AbstractA natural notion of “delta-genus” Δ for a generalized polarized manifold (X,E), strictly rel...
AbstractA natural notion of “delta-genus” Δ for a generalized polarized manifold (X,E), strictly rel...
Let $X $ be a smooth projective variety defined over the complex number field, and let $L $ be a lin...
A notion of "delta-genus" for ample vector bundles E of rank two on a smooth projective threefold X ...
A notion of ``delta-genus" for ample vector bundles $\E$ of rank two on a smooth projective threefol...
A notion of ``delta-genus" for ample vector bundles $\E$ of rank two on a smooth projective threefol...
Let X be a smooth complex projective variety endowed with an ample vector bundle E admitting a globa...
A polarised variety is a modern generalization of the notion of a variety in classical algebraic geo...
Let $X$ be a smooth complex projective variety endowed with an ample vector bundle $\mathcal E$ admi...
A notion of "delta-genus" for ample vector bundles g of rank two on a smooth projective threefold X ...
Let X be a smooth complex projective variety and let Z \subset X be a smooth submanifold of dimensio...
Let (X,L) be a quasi-polarized variety of dimension n. In this paper we investigate a lower bound fo...
Let X be a smooth complex projective variety of dimension n geq 2 polarized by an ample line bundle ...
Let $X$ be a smooth complex projective variety endowed with an ample vector bundle $\mathcal E$ admi...
A natural notion of ``delta-genus'' $\Delta$ for a generalized polarized manifold $(X,{\mathcal E})$...
AbstractA natural notion of “delta-genus” Δ for a generalized polarized manifold (X,E), strictly rel...
AbstractA natural notion of “delta-genus” Δ for a generalized polarized manifold (X,E), strictly rel...
Let $X $ be a smooth projective variety defined over the complex number field, and let $L $ be a lin...
A notion of "delta-genus" for ample vector bundles E of rank two on a smooth projective threefold X ...
A notion of ``delta-genus" for ample vector bundles $\E$ of rank two on a smooth projective threefol...
A notion of ``delta-genus" for ample vector bundles $\E$ of rank two on a smooth projective threefol...
Let X be a smooth complex projective variety endowed with an ample vector bundle E admitting a globa...
A polarised variety is a modern generalization of the notion of a variety in classical algebraic geo...
Let $X$ be a smooth complex projective variety endowed with an ample vector bundle $\mathcal E$ admi...
A notion of "delta-genus" for ample vector bundles g of rank two on a smooth projective threefold X ...
Let X be a smooth complex projective variety and let Z \subset X be a smooth submanifold of dimensio...
Let (X,L) be a quasi-polarized variety of dimension n. In this paper we investigate a lower bound fo...
Let X be a smooth complex projective variety of dimension n geq 2 polarized by an ample line bundle ...
Let $X$ be a smooth complex projective variety endowed with an ample vector bundle $\mathcal E$ admi...
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