G. Dloussky

collaborators

2 papers

math.CV2004

On surfaces of class VII_0^+ with numerically anticanonical divisor

G. Dloussky

We consider minimal compact complex surfaces S with Betti numbers b_1=1 and n=b_2>0. A theorem of Donaldson gives n exceptional line bundles. We prove that if in a deformation, the…

math.CV2002

Class VII surfaces with $b_{2}$ curves

Georges Dloussky, Karl Oeljeklaus, Matei Toma

We give an affirmative answer to a conjecture of Ma. Kato, namely that every compact complex surface $S$ in Kodaira's class $V I I_{0}$ with $b_{2} (S) > 0$ and $b_{2} (S)$ rational curves,…

On surfaces of class VII_0^+ with numerically anticanonical divisor

Class VII surfaces with b2​ curves

Class VII surfaces with $b_{2}$ curves