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De Gruyter Global Affine Differential Geometry of Hypersurfaces - De Gruyter

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Description

Global Affine Differential Geometry of Hypersurfaces is volume 11 in the De Gruyter Expositions in Mathematics series, offering advanced readers a thorough exploration of contemporary developments in pure and applied mathematics. This scholarly work presents detailed expositions of essential methods and ideas central to the study of hypersurfaces and their geometric properties, whilst clarifying connections to broader mathematical fields. Established over more than two decades, the Expositions series provides rigorous, comprehensive treatments designed for mathematicians and researchers seeking in-depth understanding of specialised topics. The volume contributes to the extensive library of mathematical classics and modern works that define the series' reputation for scholarly excellence and academic rigour in the mathematical community.

Key Features

Part of the De Gruyter Expositions in Mathematics series, volume 11, which presents important developments in pure and applied mathematics.

Provides thorough and detailed expositions of methods and ideas essential to understanding global affine differential geometry and hypersurfaces.

Addressed to advanced readers and researchers interested in a comprehensive study of differential geometry and related mathematical topics.

Conveys relationships between hypersurface geometry and other areas of mathematics through integrated scholarly treatment.

Published by De Gruyter, an established academic publisher known for rigorous mathematical texts and expositions.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
01 October 1993
Listed Since
08 October 2005

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