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Bibliographic Details

Title

Several Complex Variables III: Geometric Function Theory (Encyclopaedia of Mathematical Sciences)

Publisher

Springer Verlag

Publication Date

1989

Language

English

ISBN 10

3540170057

ISBN 13

9783540170051

Binding

hardcover

Condition

Good

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About this title

Synopsis

The first contribution describes basic concepts, facts and problems of the modern theory of entire functions of several complex variables. The second contribution deals with analogies of basic Nevanlinna's theorems about the distribution of values in the multidimensional case and various applications. The third contribution is devoted to invariant metrics and volumes and their applications in problems of function theory of several variables. The fourth contribution touches upon various results concerning the rigidity of holomorphic mappings of complex spaces beginnning with classical Liouville's and Picard's theorems. Contribution five presents results concerning extension of holomorphic mappings to the boundaries of domains, and results about correspondence of boundaries and equivalence of domains with respect to biholomorphic mappings. Contribution six dwells on the problem of biholomorphic equivalence of manifolds in this differential geometric aspect. The last contribution reviews applications of multidimensional complex geometry in modern physical theories - supergravitation and supergauge fields. This volume will be useful to complex analysts and physicists. It is rounded off by an extensive bibliography.

Language Notes

Text: English, Russian (translation)

"About this title" may belong to another edition of this title.

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