Groups, Matrices, and Vector Spaces

James B. Carrell ()
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James B. Carrell: University of British Columbia, Department of Mathematics

in Springer Books from Springer

Date: 2017
ISBN: 978-0-387-79428-0
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Chapters in this book:

Ch Chapter 1 Preliminaries

James B. Carrell

Ch Chapter 10 The Structure Theory of Linear Mappings

James B. Carrell

Ch Chapter 11 Theorems on Group Theory

James B. Carrell

Ch Chapter 12 Linear Algebraic Groups: an Introduction

James B. Carrell

Ch Chapter 2 Groups and Fields: The Two Fundamental Notions of Algebra

James B. Carrell

Ch Chapter 3 Matrices

James B. Carrell

Ch Chapter 4 Matrix Inverses, Matrix Groups and the $${ LPDU}$$ Decomposition

James B. Carrell

Ch Chapter 5 An Introduction to the Theory of Determinants

James B. Carrell

Ch Chapter 6 Vector Spaces

James B. Carrell

Ch Chapter 7 Linear Mappings

James B. Carrell

Ch Chapter 8 Eigentheory

James B. Carrell

Ch Chapter 9 Unitary Diagonalization and Quadratic Forms

James B. Carrell

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DOI: 10.1007/978-0-387-79428-0

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