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Non-Kählerian Compact Complex Surfaces

2019
This text follows the lecture series given by the author in the CIME School “Complex non-Kahler geometry” (Cetraro, July 9–13, 2018) and is dedicated to the classification of non-Kahlerian surfaces. In the first three sections we present the classical theory: The Enriques Kodaira classification for surfaces and the classes of non-Kahlerian ...
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On Compact Complex Analytic Surfaces

2015
The present paper is the first part of a study of structures of compact complex analytic surfaces. The main results of this study were announced in a short note' which will serve as an introduction to this paper. Naturally that note, written two years ago, does not cover some recent results among which the following would be worth mentioning here ...
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Dynamics of automorphisms of compact complex surfaces

2014
This chapter describes the dynamics of automorphisms of compact complex surfaces when it is rich. In particular, the chapter carries to this general setting the interplay between ideas from ergodic and pluripotential theories. The study is restricted to compact Kähler surfaces.
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Complex Vector Bundles Over Compact Riemann Surfaces

1988
1. Define for every open set of points U on a closed Riemann surface a module (group, vector space) H (U), so that for each pair of open sets \(U \in V\) there is a homorphism $$psi _U^V:H(V) \to H(U)$$ (9.1) satisfying the condition $$psi _U^V\psi _V^W = \psi _{U,}^WU \subset V \subset W$$ .
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Compact Complex Surfaces

2004
Wolf P. Barth   +3 more
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Automorphism Groups of Compact Complex Surfaces

International Mathematics Research Notices, 2021
Yuri Prokhorov, Konstantin A Shramov
exaly  

Compact Complex Surfaces

1984
W. Barth, C. Peters, A. Ven
openaire   +1 more source

Compact complex surfaces with geometric structures related to split quaternions

Nuclear Physics B, 2012
Oleg Mushkarov, Gueo Grantcharov
exaly  

Design of anti-icing surfaces: smooth, textured or slippery?

Nature Reviews Materials, 2016
Jack Alvarenga   +2 more
exaly  

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