Add to ORKGLet $S$ be a normal projective algebraic surface with at worst log terminal singularities (i.e., quotient singularities) and ample anti-canonical divisor $-K_S.$ In this Part II, we shall give a structure theorem (Theorem 1.1) for $S$ and complete the proof of the following result stated in the Part I: The smooth part of $S$ has finite fundamental group
Abstract. We prove that a del Pezzo surface with Picard number one has at most four singular points....
AbstractLetSbe a rational projective algebraic surface, with at worst quotient singular points but w...
We complete the computation of global log canonical thresholds, or equivalently alpha invariants, of...
Let $S$ be a normal projective algebraic surface with at worst log terminal singularities (i.e., quo...
A log del Pezzo surface is a normal projective surface $S$ defined over the field of complex numbers...
AbstractA projective normal surface is a Gorenstein log del Pezzo surface if it has only rational do...
AbstractA projective normal surface is a Gorenstein log del Pezzo surface if it has only rational do...
AbstractWe study normal del Pezzo surfaces of rank one with only log canonical singularities. Under ...
In this article, a log del~Pezzo surface of index two means a projective normal non-Gorenstein surfa...
In this article, a log del~Pezzo surface of index two means a projective normal non-Gorenstein surfa...
A log del Pezzo surface is a klt projective surface whose canonical divisor is anti-ample. We classi...
A log del Pezzo surface is a klt projective surface whose canonical divisor is anti-ample. We classi...
AbstractLetSbe a rational projective algebraic surface, with at worst quotient singular points but w...
AbstractWe investigate when the fundamental group of the smooth part of a K3 surface or Enriques sur...
AbstractWe study normal del Pezzo surfaces of rank one with only log canonical singularities. Under ...
Abstract. We prove that a del Pezzo surface with Picard number one has at most four singular points....
AbstractLetSbe a rational projective algebraic surface, with at worst quotient singular points but w...
We complete the computation of global log canonical thresholds, or equivalently alpha invariants, of...
Let $S$ be a normal projective algebraic surface with at worst log terminal singularities (i.e., quo...
A log del Pezzo surface is a normal projective surface $S$ defined over the field of complex numbers...
AbstractA projective normal surface is a Gorenstein log del Pezzo surface if it has only rational do...
AbstractA projective normal surface is a Gorenstein log del Pezzo surface if it has only rational do...
AbstractWe study normal del Pezzo surfaces of rank one with only log canonical singularities. Under ...
In this article, a log del~Pezzo surface of index two means a projective normal non-Gorenstein surfa...
In this article, a log del~Pezzo surface of index two means a projective normal non-Gorenstein surfa...
A log del Pezzo surface is a klt projective surface whose canonical divisor is anti-ample. We classi...
A log del Pezzo surface is a klt projective surface whose canonical divisor is anti-ample. We classi...
AbstractLetSbe a rational projective algebraic surface, with at worst quotient singular points but w...
AbstractWe investigate when the fundamental group of the smooth part of a K3 surface or Enriques sur...
AbstractWe study normal del Pezzo surfaces of rank one with only log canonical singularities. Under ...
Abstract. We prove that a del Pezzo surface with Picard number one has at most four singular points....
AbstractLetSbe a rational projective algebraic surface, with at worst quotient singular points but w...
We complete the computation of global log canonical thresholds, or equivalently alpha invariants, of...