For any irreducible non-degenerate variety $X\subset \mathbb{P}^r$, we relate the dimension of the $s$-th secant varieties of the Segre embedding of $\mathbb{P}^k\times X$ to the dimension of the $(k,s)$-Grassmann secant variety $GS_X(k,s)$ of $X$. We also give a criterion for the $s$-identifiability of $X$
We investigate the secant dimensions and the identifiability of flag varieties parametrizing flags o...
htmlabstractWe completely describe the higher secant dimensions of all connected homogeneous project...
We use a double degeneration technique to calculate the dimension of the secant variety of any Segre...
For any irreducible non-degenerate variety $X\subset \mathbb{P}^r$, we relate the dimension of the $...
For any irreducible non-degenerate variety $X\subset \mathbb{P}^r$, we relate the dimension of the $...
For any irreducible non-degenerate variety X in P^r, we give a criterion for the (k,s)-identifiab...
Let X in P^r be an integral and non-degenerate variety. Set n:= dim (X). We prove that if the (k+n...
Abstract. This paper studies the dimension of secant varieties to Segre va-rieties. The problem is c...
We consider the dimension of the higher secant varieties to Grassmann varieties. We give new instanc...
A classical and still unsolved functional Waring problem asks for the minimal number r sufficient to...
We consider here the problem, which is quite classical in Algebraic geometry, of studying the secant...
We consider here the problem, which is quite classical in Algebraic geometry, of studying the secant...
AbstractLet Xm,n be the Segre–Veronese variety Pm×Pn embedded by the morphism given by O(1,2) and le...
We study the dimensions of secant varieties of the Grassmannian of Lagrangian subspaces in a sympl...
We use a double degeneration technique to calculate the dimension of the secant variety of any Segre...
We investigate the secant dimensions and the identifiability of flag varieties parametrizing flags o...
htmlabstractWe completely describe the higher secant dimensions of all connected homogeneous project...
We use a double degeneration technique to calculate the dimension of the secant variety of any Segre...
For any irreducible non-degenerate variety $X\subset \mathbb{P}^r$, we relate the dimension of the $...
For any irreducible non-degenerate variety $X\subset \mathbb{P}^r$, we relate the dimension of the $...
For any irreducible non-degenerate variety X in P^r, we give a criterion for the (k,s)-identifiab...
Let X in P^r be an integral and non-degenerate variety. Set n:= dim (X). We prove that if the (k+n...
Abstract. This paper studies the dimension of secant varieties to Segre va-rieties. The problem is c...
We consider the dimension of the higher secant varieties to Grassmann varieties. We give new instanc...
A classical and still unsolved functional Waring problem asks for the minimal number r sufficient to...
We consider here the problem, which is quite classical in Algebraic geometry, of studying the secant...
We consider here the problem, which is quite classical in Algebraic geometry, of studying the secant...
AbstractLet Xm,n be the Segre–Veronese variety Pm×Pn embedded by the morphism given by O(1,2) and le...
We study the dimensions of secant varieties of the Grassmannian of Lagrangian subspaces in a sympl...
We use a double degeneration technique to calculate the dimension of the secant variety of any Segre...
We investigate the secant dimensions and the identifiability of flag varieties parametrizing flags o...
htmlabstractWe completely describe the higher secant dimensions of all connected homogeneous project...
We use a double degeneration technique to calculate the dimension of the secant variety of any Segre...
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