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This subtopic studies compact analytic spaces, where compactness influences global complex-analytic structure and function theory.
32J05 studies compactification of analytic spaces in compact analytic spaces. It studies compact complex analytic spaces and the global analytic structure they support.
Compact Analytic Spaces (Wikipedia)
Used to connect compactness with analytic and cohomological behavior.
32J10 studies algebraic dependence theorems in compact analytic spaces. It studies compact complex analytic spaces and the global analytic structure they support.
Compact Analytic Spaces (Wikipedia)
Used to connect compactness with analytic and cohomological behavior.
32J15 studies compact surfaces (complex spaces) in compact analytic spaces. It studies compact complex analytic spaces and the global analytic structure they support.
Compact Analytic Spaces (Wikipedia)
Used to connect compactness with analytic and cohomological behavior.
32J17 studies compact $3$-folds (complex spaces) in compact analytic spaces. It studies compact complex analytic spaces and the global analytic structure they support.
Compact Analytic Spaces (Wikipedia)
Used to connect compactness with analytic and cohomological behavior.
32J18 studies compact $n$-folds in compact analytic spaces. It studies compact complex analytic spaces and the global analytic structure they support.
Compact Analytic Spaces (Wikipedia)
Used to connect compactness with analytic and cohomological behavior.
32J25 studies transcendental methods of algebraic geometry in compact analytic spaces. It studies compact complex analytic spaces and the global analytic structure they support.
Compact Analytic Spaces (Wikipedia)
Used to connect compactness with analytic and cohomological behavior.
32J27 studies compact kã¤hler manifolds: generalizations in compact analytic spaces. It studies compact complex analytic spaces and the global analytic structure they support.
Compact Analytic Spaces (Wikipedia)
Used to connect compactness with analytic and cohomological behavior.