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Springer Selected Works I: 1 - Herbert Busemann Mathematics

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Description

Explore the mathematical legacy of Herbert Busemann with this comprehensive collection from Springer. As a leading geometer of the twentieth century, Busemann's contributions helped establish the foundations of metric geometry and convexity theory. This volume provides direct access to his most significant published research. This first volume focuses on the essential principles of geodesic spaces and the metric geometry of Finsler spaces. It serves as a vital resource for researchers and students studying the evolution of geometry and the specific mathematical problems that shaped the field. By gathering his most important articles into one place, this collection offers a clear view of his impact on convexity in metric spaces and his work regarding Hilbert's Problem IV. This text is a necessary addition to any academic library focused on advanced mathematics and discrete mathematics.

Key Features

Includes essential papers on the foundations of geodesic spaces for advanced study.

Provides detailed research on the metric geometry of Finsler spaces.

Covers the significant mathematical work regarding Hilbert's Problem IV.

Gathers the most important published articles from a leading twentieth-century geometer.

Offers deep insights into metric geometry and convexity theory in metric spaces.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
29 June 2018
Listed Since
27 June 2017

Barcode

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