Add to ORKGProducción CientíficaIn this note we announce a result determining the Newton–Okounkov bodies of the line bundle OP2 (1) with respect to exceptional curve plane valuations non-positive at infinityMinisterio de Economía, Industria y Competitividad (MTM2012-36917-C03-03 / MTM2015-65764- C3-2-P)Universitat Jaume I (grant P1-1B2015-02
The purpose of the paper is to initiate the development of the theory of Newton Okounkov bodies of c...
We study asymptotic invariants of linear series on surfaces with the help of Newton-Okounkov polygon...
This thesis consists of four independent articles all connected to the theory of Newton-Okounkov bod...
In this note we announce a result determining the Newton–Okounkov bodies of the line bundle OP2(1) w...
In this note we announce a result determining the Newton–Okounkov bodies of the line bundle OP2(1) w...
[EN] We prove that the Newton-Okounkov body associated to the flag E-circle := {X = X-r superset of ...
We prove that the Newton–Okounkov body associated to the flag E∙:={X=Xr⊃Er⊃{q}}, defined by the surf...
We consider plane divisorial valuations of Hirzebruch surfaces and introduce the concepts of non-pos...
Agraïments: This research was started during the workshop "Recent advances in Linear series and Newt...
Given a smooth projective algebraic surface X, a point O∈ X and a big divisor D on X, we consider th...
Given a smooth projective algebraic surface X, a point O∈ X and a big divisor D on X, we consider th...
Given a smooth projective algebraic surface X, a point O∈ X and a big divisor D on X, we consider th...
Given a smooth projective algebraic surface X, a point O∈ X and a big divisor D on X, we consider th...
The purpose of this paper is to describe asymptotic base loci of line bundles on projective varietie...
Given a smooth projective algebraic surface X, a point O∈ X and a big divisor D on X, we consider th...
The purpose of the paper is to initiate the development of the theory of Newton Okounkov bodies of c...
We study asymptotic invariants of linear series on surfaces with the help of Newton-Okounkov polygon...
This thesis consists of four independent articles all connected to the theory of Newton-Okounkov bod...
In this note we announce a result determining the Newton–Okounkov bodies of the line bundle OP2(1) w...
In this note we announce a result determining the Newton–Okounkov bodies of the line bundle OP2(1) w...
[EN] We prove that the Newton-Okounkov body associated to the flag E-circle := {X = X-r superset of ...
We prove that the Newton–Okounkov body associated to the flag E∙:={X=Xr⊃Er⊃{q}}, defined by the surf...
We consider plane divisorial valuations of Hirzebruch surfaces and introduce the concepts of non-pos...
Agraïments: This research was started during the workshop "Recent advances in Linear series and Newt...
Given a smooth projective algebraic surface X, a point O∈ X and a big divisor D on X, we consider th...
Given a smooth projective algebraic surface X, a point O∈ X and a big divisor D on X, we consider th...
Given a smooth projective algebraic surface X, a point O∈ X and a big divisor D on X, we consider th...
Given a smooth projective algebraic surface X, a point O∈ X and a big divisor D on X, we consider th...
The purpose of this paper is to describe asymptotic base loci of line bundles on projective varietie...
Given a smooth projective algebraic surface X, a point O∈ X and a big divisor D on X, we consider th...
The purpose of the paper is to initiate the development of the theory of Newton Okounkov bodies of c...
We study asymptotic invariants of linear series on surfaces with the help of Newton-Okounkov polygon...
This thesis consists of four independent articles all connected to the theory of Newton-Okounkov bod...