The purpose of this work is an introduction and overview of geometric and numeric properties of algebraic cycles in smooth projective varieties. We recall or propose several problems, which we consider worth to study. We are mainly interested in, but do not restrict our story to, codimension 2 cycles in projective spaces. These are points in P^2, curves in P^3, surfaces in P^4 and so on
These notes are collected from talks given by the authors at the University of Nice (october-decembe...
The birational classification of algebraic varieties is a central problem in algebraic geometry. Rec...
The purpose of this paper is to describe asymptotic base loci of line bundles on projective varietie...
In this note we address the following kind of question: let X be a smooth, irreducible, projective s...
A few years ago Okounkov associated a convex set (Newton–Okounkov body) to a divisor, encoding the a...
In the thesis we study codimension p algebraic cycles on a 2p-dimensional nonsingular projective var...
This two-volume book on "Positivity in Algebraic Geometry" contains a contemporary account of a body...
These notes are collected from talks given by the authors at the University of Nice (october-decembe...
AbstractThe Hodge conjecture implies decidability of the question whether a given topological cycle ...
The objective of this thesis is to study various concepts of positivity, in algebraic geometry and i...
The objective of this thesis is to study various concepts of positivity, in algebraic geometry and i...
The objective of this thesis is to study various concepts of positivity, in algebraic geometry and i...
The objective of this thesis is to study various concepts of positivity, in algebraic geometry and i...
The objective of this thesis is to study various concepts of positivity, in algebraic geometry and i...
This two volume work on Positivity in Algebraic Geometry contains a contemporary account of a body o...
These notes are collected from talks given by the authors at the University of Nice (october-decembe...
The birational classification of algebraic varieties is a central problem in algebraic geometry. Rec...
The purpose of this paper is to describe asymptotic base loci of line bundles on projective varietie...
In this note we address the following kind of question: let X be a smooth, irreducible, projective s...
A few years ago Okounkov associated a convex set (Newton–Okounkov body) to a divisor, encoding the a...
In the thesis we study codimension p algebraic cycles on a 2p-dimensional nonsingular projective var...
This two-volume book on "Positivity in Algebraic Geometry" contains a contemporary account of a body...
These notes are collected from talks given by the authors at the University of Nice (october-decembe...
AbstractThe Hodge conjecture implies decidability of the question whether a given topological cycle ...
The objective of this thesis is to study various concepts of positivity, in algebraic geometry and i...
The objective of this thesis is to study various concepts of positivity, in algebraic geometry and i...
The objective of this thesis is to study various concepts of positivity, in algebraic geometry and i...
The objective of this thesis is to study various concepts of positivity, in algebraic geometry and i...
The objective of this thesis is to study various concepts of positivity, in algebraic geometry and i...
This two volume work on Positivity in Algebraic Geometry contains a contemporary account of a body o...
These notes are collected from talks given by the authors at the University of Nice (october-decembe...
The birational classification of algebraic varieties is a central problem in algebraic geometry. Rec...
The purpose of this paper is to describe asymptotic base loci of line bundles on projective varietie...