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Springer Quadratic and Hermitian Forms: 270 Mathematics Book

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Description

Explore the evolution of mathematical theory with Quadratic and Hermitian Forms: 270 from Springer. This volume tracks the development of quadratic forms from the era of Fermat and Minkowski through to the modern age. It covers the arithmetic theory established by influential mathematicians such as Minkowski, Siegel, Hasse, and Eichler. While historical works by Bachmann, Eichler, and O'Meara focused on the arithmetic aspects, this text addresses the parallel development of abstract algebra and abstract linear algebra. This book is an essential resource for those studying the connection between number theory and algebraic structures within the Grundlehren der mathematischen Wissenschaften series.

Key Features

This Springer publication belongs to the Grundlehren der mathematischen Wissenschaften series, volume 270.

The text covers the historical progression of quadratic forms from Fermat to Minkowski.

It examines the arithmetic theory of quadratic forms developed by Siegel, Hasse, and Eichler.

The content addresses the development of abstract algebra and abstract linear algebra.

This book serves as a mathematical study of both quadratic and Hermitian forms.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
10 December 2011
Listed Since
13 July 2012

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