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Classification of complex algebraic surfaces

Classification of complex algebraic surfaces
Catalogue Information
Field name Details
Dewey Class 514.2
Title Classification of complex algebraic surfaces (M) / Ciro Ciliberto
Author Ciliberto, Ciro
Publication Berlin, Germany : European Mathematical Society , 2020
Physical Details ix, 133 pages : ill. ; 24 cm.
Series EMS series of lectures in mathematics
ISBN 9783037192108
Contents note Some preliminaries -- Characterization of the complex projective plane -- Minimal models -- Ruled surfaces -- Surfaces with non-nef canonical bundle -- The cone theorem -- The minimal model programme -- The Castelnuovo rationality criterion -- The fundamental theorem of the classification -- Classification and the abundance theorem -- Surfaces of general type -- The Bagnera-De Franchis classification of bielliptic surfaces -- The P12-theorem --The Sarkisov programme -- The classical Noether-Castelnuovo theorem -- Examples.
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Catalogue Information 52541 Beginning of record . Catalogue Information 52541 Top of page .
Item Information
Barcode Shelf Location Collection Volume Ref. Branch Status Due Date
0000000044674 515.14 CIL
General   SISSA . . Available .  
. Catalogue Record 52541 ItemInfo Beginning of record . Catalogue Record 52541 ItemInfo Top of page .

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