AbstractA natural notion of “delta-genus” Δ for a generalized polarized manifold (X,E), strictly related to its associated scroll, is introduced and pairs (X,E) with low Δ are classified. The stronger are the properties enjoyed by the vector bundle E, the larger are the values of Δ attained by the results
Let $X $ be a smooth projective variety defined over the complex number field, and let $L $ be a lin...
Let $X$ be a smooth complex projective variety endowed with an ample vector bundle $\mathcal E$ admi...
Let $X$ be a smooth complex projective variety endowed with an ample vector bundle $\mathcal E$ admi...
AbstractA natural notion of “delta-genus” Δ for a generalized polarized manifold (X,E), strictly rel...
A natural notion of delta-genus \Delta for a generalized polarized manifold (X,E), strictly related ...
A notion of "delta-genus" for ample vector bundles g of rank two on a smooth projective threefold X ...
A natural notion of ``delta-genus'' $\Delta$ for a generalized polarized manifold $(X,{\mathcal E})$...
We study polarized manifolds (X, L) with L having a smooth element A in its linear system which is a...
We study polarized manifolds (X, L) with L having a smooth element A in its linear system which is a...
We study polarized manifolds (X, L) with L having a smooth element A in its linear system which is a...
We study polarized manifolds (X, L) with L having a smooth element A in its linear system which is a...
Let (M, L) be a polarized manifold. The aim of this paper is to establish a connection between the g...
AbstractLet X be a smooth complex projective variety of dimension n and let L be an ample line bundl...
Let (M, L) be a polarized manifold. The aim of this paper is to establish a connection between the g...
Let X be a smooth complex projective variety of dimension n geq 2 polarized by an ample line bundle ...
Let $X $ be a smooth projective variety defined over the complex number field, and let $L $ be a lin...
Let $X$ be a smooth complex projective variety endowed with an ample vector bundle $\mathcal E$ admi...
Let $X$ be a smooth complex projective variety endowed with an ample vector bundle $\mathcal E$ admi...
AbstractA natural notion of “delta-genus” Δ for a generalized polarized manifold (X,E), strictly rel...
A natural notion of delta-genus \Delta for a generalized polarized manifold (X,E), strictly related ...
A notion of "delta-genus" for ample vector bundles g of rank two on a smooth projective threefold X ...
A natural notion of ``delta-genus'' $\Delta$ for a generalized polarized manifold $(X,{\mathcal E})$...
We study polarized manifolds (X, L) with L having a smooth element A in its linear system which is a...
We study polarized manifolds (X, L) with L having a smooth element A in its linear system which is a...
We study polarized manifolds (X, L) with L having a smooth element A in its linear system which is a...
We study polarized manifolds (X, L) with L having a smooth element A in its linear system which is a...
Let (M, L) be a polarized manifold. The aim of this paper is to establish a connection between the g...
AbstractLet X be a smooth complex projective variety of dimension n and let L be an ample line bundl...
Let (M, L) be a polarized manifold. The aim of this paper is to establish a connection between the g...
Let X be a smooth complex projective variety of dimension n geq 2 polarized by an ample line bundle ...
Let $X $ be a smooth projective variety defined over the complex number field, and let $L $ be a lin...
Let $X$ be a smooth complex projective variety endowed with an ample vector bundle $\mathcal E$ admi...
Let $X$ be a smooth complex projective variety endowed with an ample vector bundle $\mathcal E$ admi...
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