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A taste of Jordan algebras

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Cover of 'A taste of Jordan algebras'

Table of Contents

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    Book Overview
  2. Altmetric Badge
    Chapter 1 A Colloquial Survey of Jordan Theory
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    Chapter 2 Jordan Algebras in Physical Antiquity: The Search for an Exceptional Setting for Quantum Mechanics
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    Chapter 3 Jordan Algebras in the Algebraic Renaissance: Finite-Dimensional Jordan Algebras over Algebraically Closed Fields
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    Chapter 4 Jordan Algebras in the Enlightenment: Finite-Dimensional Jordan Algebras over General Fields
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    Chapter 5 The Classical Theory: Jordan Algebras with Minimum Condition
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    Chapter 6 The Final Classical Formulation: Algebras with Capacity
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    Chapter 7 The Classical Methods: Cherchez les Division Idempotents
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    Chapter 8 The Russian Revolution: 1977–1983
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    Chapter 9 Zel’manov’s Exceptional Methods
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    Chapter 10 The Category of Jordan Algebras
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    Chapter 11 The Category of Alternative Algebras
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    Chapter 12 Three Special Examples
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    Chapter 13 Jordan Algebras of Cubic Forms
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    Chapter 14 Two Basic Principles
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    Chapter 15 Inverses
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    Chapter 16 Isotopes
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    Chapter 17 Peirce Decomposition
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    Chapter 18 Off-Diagonal Rules
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    Chapter 19 Peirce Consequences
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    Chapter 20 Spin Coordinatization
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    Chapter 21 Hermitian Coordinatization
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    Chapter 22 Multiple Peirce Decompositions
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    Chapter 23 Multiple Peirce Consequences
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    Chapter 24 Hermitian Symmetries
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    Chapter 25 The Coordinate Algebra
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    Chapter 26 Jacobson Coordinatization
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    Chapter 27 Von Neumann Regularity
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    Chapter 28 Inner Simplicity
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    Chapter 29 Capacity
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    Chapter 30 Herstein-Kleinfeld-Osborn Theorem
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    Chapter 31 Osborn’s Capacity 2 Theorem
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    Chapter 32 Classical Classification
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    Chapter 33 The Radical
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    Chapter 34 Begetting and Bounding Idempotents
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    Chapter 35 Bounded Spectra Beget Capacity
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    Chapter 36 Absorbers of Inner Ideals
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    Chapter 37 Primitivity
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    Chapter 38 The Primitive Heart
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    Chapter 39 Filters and Ultrafilters
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    Chapter 40 Ultraproducts
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    Chapter 41 The Final Argument
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Title
A taste of Jordan algebras
Published by
Springer, January 2004
DOI 10.1007/b97489
ISBNs
978-0-387-95447-9, 978-0-387-21796-3
Authors

McCrimmon, Kevin

Mendeley readers

Mendeley readers

The data shown below were compiled from readership statistics for 50 Mendeley readers of this research output. Click here to see the associated Mendeley record.

Geographical breakdown

Country Count As %
Spain 1 2%
Italy 1 2%
Slovakia 1 2%
Brazil 1 2%
Unknown 46 92%

Demographic breakdown

Readers by professional status Count As %
Student > Ph. D. Student 12 24%
Researcher 7 14%
Professor > Associate Professor 6 12%
Professor 5 10%
Student > Bachelor 3 6%
Other 10 20%
Unknown 7 14%
Readers by discipline Count As %
Mathematics 17 34%
Physics and Astronomy 17 34%
Computer Science 2 4%
Engineering 2 4%
Psychology 1 2%
Other 3 6%
Unknown 8 16%