Titlebook: Compact Complex Surfaces; W. Barth,C. Peters,A. Ven Book 19841st edition Springer-Verlag Berlin Heidelberg 1984 DEX.Dimension.Divisor.Riem

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https://doi.org/10.1007/978-3-531-19357-1The minimal surfaces of general type can be parametrised in a satisfactory way, namely by a countable number of quasi-projective families.More precisely we have Gieseker’s theorem([Gi]), p.236):.In this chapter the use of the words “surface” and “curve” is the same as in Chap. VI.

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Grundlagen des Capabilities Approach,What is said about the use of “surface” and “curve” (on a surface) at the beginning of Chap. VI also applies in this chapter.

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Mappings of Surfaces,In this chapter a surface is a reduced 2-dimensional complex space, unless specified otherwise. In this respect we draw in particular attention to the convention valid for Sects. 8–18.

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Some General Properties of Surfaces,In this chapter a surface is always a connected 2-dimensional complex manifold.

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