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MARC 21

Classification of complex algebraic surfaces
Tag	Description
020	$a9783037192108
082	$a514.2
099	$a515.14 CIL
100	$aCiliberto, Ciro
245	$aClassification of complex algebraic surfaces$hM$cCiro Ciliberto
260	$aBerlin, Germany$bEuropean Mathematical Society$c2020
300	$aix, 133 pages$bill.$c24 cm.
440	$aEMS Series of Lectures in Mathematics
505	$aSome 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.