For a general birational projection of a smooth nondegenerate projective $n$-fold from $\mathbb P^{n+c}$ to $\mathbb P^m$, $n<m\leq(n+c)/2$, all fibres have total length asymptotically bounded by $2^{\sqrt{n}+1} $ and the fibres are locally defined by linear and quadratic equations
Let Xn denote the configuration space of ordered distinct n points on the complex plane and pi: Xn+m...
We hope that varieties X belong to two types: X is a minimal model: KX is nef. That is KX C 0, fo...
Let R(C) be the function field of a smooth, irreducible projective curve over R. Let X be a smooth, ...
Abstract In this paper we prove the birational superrigidity of Fano–Mori fibre spac...
We construct a nonsingular threefold X of general type as a desingularization of a double space of ...
We compute the asymptotic density of non-singular hypersurfaces of bidegree (3, d) in P^n×P^1 with o...
summary:The scalar product of the FEM basis functions with non-intersecting supports vanishes. This ...
We prove a relative version of the theorem of Cho, Miyaoka and Shepherd-Barron: a Mori fibre space o...
We bound the complexity of the fibers of the generic linear projection of a smooth variety in terms ...
We use a counting argument and surgery theory to show that if D is a sufficiently general fibre of a...
We study the volume ratio of the projective tensor products $\ell^n_p\otimes_{\pi}\ell_q^n\otimes_{\...
Abstract. We formulate a general set-up for the descent method of J.-L. Colliot-Thélène and J.-J. ...
In this note we give an asymptotic formula for the number of rational points of bounded height on we...
In this note we construct a sequence of real, k-dimensional symmetric spaces $ Y^k $ satisfying $ \...
We consider complex projective schemes X C Pr defined by quadratic equations and satisfying a techni...
Let Xn denote the configuration space of ordered distinct n points on the complex plane and pi: Xn+m...
We hope that varieties X belong to two types: X is a minimal model: KX is nef. That is KX C 0, fo...
Let R(C) be the function field of a smooth, irreducible projective curve over R. Let X be a smooth, ...
Abstract In this paper we prove the birational superrigidity of Fano–Mori fibre spac...
We construct a nonsingular threefold X of general type as a desingularization of a double space of ...
We compute the asymptotic density of non-singular hypersurfaces of bidegree (3, d) in P^n×P^1 with o...
summary:The scalar product of the FEM basis functions with non-intersecting supports vanishes. This ...
We prove a relative version of the theorem of Cho, Miyaoka and Shepherd-Barron: a Mori fibre space o...
We bound the complexity of the fibers of the generic linear projection of a smooth variety in terms ...
We use a counting argument and surgery theory to show that if D is a sufficiently general fibre of a...
We study the volume ratio of the projective tensor products $\ell^n_p\otimes_{\pi}\ell_q^n\otimes_{\...
Abstract. We formulate a general set-up for the descent method of J.-L. Colliot-Thélène and J.-J. ...
In this note we give an asymptotic formula for the number of rational points of bounded height on we...
In this note we construct a sequence of real, k-dimensional symmetric spaces $ Y^k $ satisfying $ \...
We consider complex projective schemes X C Pr defined by quadratic equations and satisfying a techni...
Let Xn denote the configuration space of ordered distinct n points on the complex plane and pi: Xn+m...
We hope that varieties X belong to two types: X is a minimal model: KX is nef. That is KX C 0, fo...
Let R(C) be the function field of a smooth, irreducible projective curve over R. Let X be a smooth, ...
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