In the first part of this note we present a brief account of some recent results which have been obtained by several authors using twistor techniques. They are mainly concerned with bimeromorphic properties of complex manifolds. In the second half we concentrate on twistor spaces of anti-self-dual complex surfaces. Following Tsanov [Ts] and thanks to some recent joint work with Kim and LeBrun [KP][KLP], we are able to considerably generalize an example of Kato [K2] concerning a question raised by Catanese.
Pontecorvo, M. (1996). On the complex geometry of twistor spaces. In Geometry Seminars, 1994–1995 (Italian) (Bologna), Univ. Stud. Bologna, Bologna, 1996. (pp. 195-216).
On the complex geometry of twistor spaces
PONTECORVO, Massimiliano
1996-01-01
Abstract
In the first part of this note we present a brief account of some recent results which have been obtained by several authors using twistor techniques. They are mainly concerned with bimeromorphic properties of complex manifolds. In the second half we concentrate on twistor spaces of anti-self-dual complex surfaces. Following Tsanov [Ts] and thanks to some recent joint work with Kim and LeBrun [KP][KLP], we are able to considerably generalize an example of Kato [K2] concerning a question raised by Catanese.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.
