A lot of attention has been drawn recently to global log canonical thresholds of Fano varieties, which are algebraic counterparts of the α-invariant of Tian for smooth Fano varieties. In particular, global log canonical thresholds are related to the existence of Kahler-Einstein metrics on Fano varieties. The purpose of this thesis is to apply techniques from singularity theory in order to compute the global log canonical thresholds of all Del Pezzo surfaces of degree 1 with Du Val singularities, as well as the global log canonical thresholds of all Del Pezzo surfaces of Picard rank 1 with Du Val singularities. As a consequence, it is proven that Del Pezzo surfaces of degree 1 with Du Val singularities admit a Kahler-Einstein metric i...
This thesis contributes to the classification of log del Pezzo surfaces with torus action. Such a su...
We study log canonical thresholds (also called global log canonical threshold or α-invariant) of R-l...
This thesis contributes to the classification of log del Pezzo surfaces with torus action. Such a su...
A lot of attention has been drawn recently to global log canonical thresholds of Fano varieties, whi...
The global log canonical threshold (or Tian's alpha-invariant) plays an important role in the geomet...
The global log canonical threshold, algebraic counterpart to Tian's alpha-invariant, plays an impor...
The global log canonical threshold of each non-singular complex del Pezzo surface was computed by Ch...
We complete the computation of global log canonical thresholds, or equivalently alpha invariants, of...
We compute the global log-canonical thresholds (lct) of del Pezzo surfaces of degrees >= 2 with du V...
For a Fano variety V with at most Kawamata log terminal (klt) singularities and a finite group G act...
Dedicated to Yuri Manin on his seventieth birthday Abstract. We study global log canonical threshold...
We compute the global log canonical thresholds of quasi-smooth well-formed complete intersection log...
AbstractWe study normal del Pezzo surfaces of rank one with only log canonical singularities. Under ...
We study log canonical thresholds on quartic threefolds, quintic fourfolds, and double spaces. As an...
AbstractWe study normal del Pezzo surfaces of rank one with only log canonical singularities. Under ...
This thesis contributes to the classification of log del Pezzo surfaces with torus action. Such a su...
We study log canonical thresholds (also called global log canonical threshold or α-invariant) of R-l...
This thesis contributes to the classification of log del Pezzo surfaces with torus action. Such a su...
A lot of attention has been drawn recently to global log canonical thresholds of Fano varieties, whi...
The global log canonical threshold (or Tian's alpha-invariant) plays an important role in the geomet...
The global log canonical threshold, algebraic counterpart to Tian's alpha-invariant, plays an impor...
The global log canonical threshold of each non-singular complex del Pezzo surface was computed by Ch...
We complete the computation of global log canonical thresholds, or equivalently alpha invariants, of...
We compute the global log-canonical thresholds (lct) of del Pezzo surfaces of degrees >= 2 with du V...
For a Fano variety V with at most Kawamata log terminal (klt) singularities and a finite group G act...
Dedicated to Yuri Manin on his seventieth birthday Abstract. We study global log canonical threshold...
We compute the global log canonical thresholds of quasi-smooth well-formed complete intersection log...
AbstractWe study normal del Pezzo surfaces of rank one with only log canonical singularities. Under ...
We study log canonical thresholds on quartic threefolds, quintic fourfolds, and double spaces. As an...
AbstractWe study normal del Pezzo surfaces of rank one with only log canonical singularities. Under ...
This thesis contributes to the classification of log del Pezzo surfaces with torus action. Such a su...
We study log canonical thresholds (also called global log canonical threshold or α-invariant) of R-l...
This thesis contributes to the classification of log del Pezzo surfaces with torus action. Such a su...