Extension problems in complex and CR-geometry
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Beschreibung
This book is both a survey of some aspects of extension problems in Complex Analysis and Geometry and a collection of results by the author. After recalling the preliminary and necessary notions of complex analysis, the survey focuses on extension of holomorphic functions (filling both compact and non-compact holes), on the reflection principle, on extension results via cohomology vanishing, and on the boundary problem. The last two subjects include detailed results by the author on non-compact extension: the cohomology of semi q-coronae and the unbounded boundary problem.
Presents a large survey on the broad subject of extension in complex analysis and CR geometry Endowed with a very extensive bibliography
Autor*in
Alberto Saracco
Themen in »Extension problems in complex and CR-geometry«
Cauchy-Riemann geometry boundary problem cohomology extension theorem semi-corona