Academic conference presentation
2018/02/06
Extension property for non-reduced schemes
(Groupe d’Etude sur les Problèmes Diophantiens)
2017/09/07
Dirichlet property and dynamical systems
(Newton-Okounkov Bodies, Test Configurations, and Diophantine Geometry)
2017/09/04
Sufficient conditions for the Dirichlet property
(Intercity Seminar on Arakelov Theory 2017)
2016/03/18
Zariski decompositions on arithmetic varieties
(Corps d'Okounkov)
2015/03/19
Semiample invertible sheaves with semipositive continuous hermitian metrics
(Distribution of Rational and Holomorphic Curves in Algebraic Varieties)
2014/09/20
Towards Dirichlet’s unit theorem on arithmetic varieties — Adelic case —
(Explicit formulae and Arakelov geometry)
2014/09/01
Dirichlet property on algebraic varieties
(New Development in Algebraic Geometry)
2014/06/05
Birational Arakelov Geometry,
(Scientific activities of the Franco-Chinese Workshop on Stability)
2013/09/20
Towards Dirichlet’s unit theorem on arithmetic varieties — adelic case —
(Classification of Algebraic Varieties and Related Topics)
2013/06/25
Adelic divisors on arithmetic varieties
(Rational points, Rational curves and Entire Holomorphic Curves on Algebraic Varieties)
2012/07/03
Characterization of nef arithmetic divisors on arithmetic surfaces
(Interactions of Birational Geometry with other fields)
2012/05/21
Generalized Hodge index theorem on arithmetic varieties
(Arakelov Geometry and K-theory)
2011/09/07
Dirichlet's unit theorem on arithmetic toric varieties
(Kyoto-Paris-Barcelona Seminar on Arakelov Geometry)
2011/07/15
Toward Dirichlet's unit theorem on arithmetic varieties
(Sino-France Summer Institute on Arithmetic Geometry)
2011/04/30
Impossibility of Zariski decompositions on arithmetic varieties
(Heights in Diophantine and Arakelov Geometry, Dynamical Systems and Computer Algebra)
2010/02/25
Zariski decomposition on arithmetic surfaces
(Arakelov Theory and its Arithmetic Applications)
2010/01/26
Birational Arakelov geometry
(Torsion of Abelian Schemes and Rational Points on Moduli Spaces)