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Springer Algebra: Chapter 8 - Mathematics Research Book

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Description

This Springer publication offers an English translation of an entirely revised version of the 1958 edition of the eighth chapter from Algebra, the second book of the Elements of Mathematics. This specialized text focuses on the study of specific classes of rings and modules. Readers will explore essential mathematical concepts including Noetherian and Artinian modules and rings, as well as the notion of the radical. The content covers Morita equivalence of modules and algebras and describes the structure of semisimple rings. Additionally, the chapter defines various Grothendieck groups that serve a universal role for module invariants. This book serves as a deep dive into advanced algebraic structures for students and researchers in the field of mathematics.

Key Features

This Springer book provides an English translation of the revised 1958 edition of the eighth chapter from the Elements of Mathematics.

The text focuses on the study of specific classes of rings and modules, including the concepts of Noetherian and Artinian modules and rings.

Readers can study the Morita equivalence of modules and algebras alongside the structure of semisimple rings.

The content includes definitions for various Grothendieck groups that play a universal role for module invariants.

This mathematical volume covers the study of the radical and provides detailed analysis of algebraic structures.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
16 March 2024
Listed Since
19 February 2024

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