An edition of Introduction to higher algebra
(1907)
Introduction to higher algebra
by Maxime Bôcher
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Algebra| Edition | Availability |
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Book Details
Table of Contents
Polynomials and their most fundamental properties
A few properties of determinants
The theory of linear dependence
Linear equations
Some theorems concerning the rank of a matrix
Linear transformations and the combination of matrices
Invariants. First principles and illustrations
Bilinear forms
Geometric introduction to the study of quadratic forms
Quadratic forms
Real quadratic forms
The system of a quadratic form and one or more linear forms
Pairs of quadratic forms
Some properties of polynomials in general
Factors and common factors of polynomials in one variable and of binary forms
Factors of polynomials in two or more variables
General theorems on integral rational invariants
Symmetric polynomials
Polynomials symmetric in pairs of variables
Elementary divisors and the equivalence of matrices
The equivalence and classification of pairs of bilinear forms and of collineations
The equivalence and classification of pairs of quadratic forms.
Edition Notes
Includes index.
Reproduction of the original from the Huntington Library.
Includes bibliographical references.
The Physical Object
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| February 7, 2019 | Created by MARC Bot | import existing book |