43 pages, latex, 3 figuresInternational audienceThe general problem which initiated this work is: What are the quasiprojective varieties which can be uniformized by means of bounded domains in $\cz^n$ ? Such a variety should be, in particular, C--hyperbolic, i.e. it should have a Carath\'{e}odory hyperbolic covering. We study here the plane projective curves whose complements are C--hyperbolic. For instance, we show that most of the curves whose duals are nodal or, more generally, immersed curves, belong to this class.We also give explicit examples of irreducible such curves of any even degree d greater or equal 6
A classical result in birational geometry, Mori’s Cone Theorem, implies that if the canonical bundle...
25 pages.Surfaces of general type with positive second Segre number $s_2:=c_1^2-c_2>0$ are known by ...
This book presents recent advances on Kobayashi hyperbolicity in complex geometry, especially in con...
43 pages, latex, 3 figuresInternational audienceThe general problem which initiated this work is: Wh...
26 pages, LaTeXInternational audienceThe paper is a contribution to the conjecture of Kobayashi that...
26 pages, LaTeXInternational audienceThe paper is a contribution to the conjecture of Kobayashi that...
26 pages, LaTeXInternational audienceThe paper is a contribution to the conjecture of Kobayashi that...
LaTeXInternational audienceThe paper is a contribution of the conjecture of Kobayashi that the compl...
LaTeXInternational audienceThe paper is a contribution of the conjecture of Kobayashi that the compl...
Abstract. Let C be a very generic smooth curve of degree d in the complex projective plane. In this ...
Real algebraic geometry is the study of geometric objects defined by polynomial equations with real ...
Abstract. Let C(Sg,p) denote the curve complex of the closed ori-entable surface of genus g with p p...
on the occasion of his sixtieth birthday In 1970 Sh. Kobayashi posed the following problems [Kol]: L...
Abstract. We show that any group that is hyperbolic relative to virtually nilpotent subgroups, and d...
AbstractLet C be curve in Pkn over an algebraically closed field k of characteristic 0 and let Γ=C∩H...
A classical result in birational geometry, Mori’s Cone Theorem, implies that if the canonical bundle...
25 pages.Surfaces of general type with positive second Segre number $s_2:=c_1^2-c_2>0$ are known by ...
This book presents recent advances on Kobayashi hyperbolicity in complex geometry, especially in con...
43 pages, latex, 3 figuresInternational audienceThe general problem which initiated this work is: Wh...
26 pages, LaTeXInternational audienceThe paper is a contribution to the conjecture of Kobayashi that...
26 pages, LaTeXInternational audienceThe paper is a contribution to the conjecture of Kobayashi that...
26 pages, LaTeXInternational audienceThe paper is a contribution to the conjecture of Kobayashi that...
LaTeXInternational audienceThe paper is a contribution of the conjecture of Kobayashi that the compl...
LaTeXInternational audienceThe paper is a contribution of the conjecture of Kobayashi that the compl...
Abstract. Let C be a very generic smooth curve of degree d in the complex projective plane. In this ...
Real algebraic geometry is the study of geometric objects defined by polynomial equations with real ...
Abstract. Let C(Sg,p) denote the curve complex of the closed ori-entable surface of genus g with p p...
on the occasion of his sixtieth birthday In 1970 Sh. Kobayashi posed the following problems [Kol]: L...
Abstract. We show that any group that is hyperbolic relative to virtually nilpotent subgroups, and d...
AbstractLet C be curve in Pkn over an algebraically closed field k of characteristic 0 and let Γ=C∩H...
A classical result in birational geometry, Mori’s Cone Theorem, implies that if the canonical bundle...
25 pages.Surfaces of general type with positive second Segre number $s_2:=c_1^2-c_2>0$ are known by ...
This book presents recent advances on Kobayashi hyperbolicity in complex geometry, especially in con...