书籍详情
Linear Algebra

作者:P.K.Tam 著
出版社:科学出版社
出版时间:2007-01-01
ISBN:9787030188885
定价:¥58.00
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内容简介
本书是一部关于线性代数的全英文教材。全书内容以线性空间和线性变换为基础展开,从而使各章内容之间内在联系紧密,给教学带来方便。
作者简介
暂缺《Linear Algebra》作者简介
目录
Foreword(Originally in Chinese)
Preface(for the English Translation edition)
A Note from the Translator
Explanation for the Special Notational Device
Chapter 0 Integers,Number Fields and Polynomials
Part 1 General Theory of Systems of Linear Equations Introduction
Chapter 1 Algebra of Matrices
Chapter 2 The Determinant Method for a Special Class of Lin-ear Equations(Cramer's Rule)
Chapter 3 General Theory of Systems of Linear Equations
Chapter 4 Linear Spaces and Systmes of Linear Equations
Chapter 5 Symmetric Bilinear Metric Spaces and Systems of Linear Equations
Part 2 The Principal Axes Problem of Real Quadratic Forms
Chapter 6 Linear Transformations on Linear Spaces
Chapter 7 A Class of Direct Sum Decompositions of Linear Spaces Relative to Linear Transformations
Chapter 8 Two Classes of Linear Transformations on Euclidean Spaces and the Principal Axes Problem of Quadr-atic Forms
Chapter 9 Further Development——Similarity Canonical Forms of Matrices
Bibliography
Index
Preface(for the English Translation edition)
A Note from the Translator
Explanation for the Special Notational Device
Chapter 0 Integers,Number Fields and Polynomials
Part 1 General Theory of Systems of Linear Equations Introduction
Chapter 1 Algebra of Matrices
Chapter 2 The Determinant Method for a Special Class of Lin-ear Equations(Cramer's Rule)
Chapter 3 General Theory of Systems of Linear Equations
Chapter 4 Linear Spaces and Systmes of Linear Equations
Chapter 5 Symmetric Bilinear Metric Spaces and Systems of Linear Equations
Part 2 The Principal Axes Problem of Real Quadratic Forms
Chapter 6 Linear Transformations on Linear Spaces
Chapter 7 A Class of Direct Sum Decompositions of Linear Spaces Relative to Linear Transformations
Chapter 8 Two Classes of Linear Transformations on Euclidean Spaces and the Principal Axes Problem of Quadr-atic Forms
Chapter 9 Further Development——Similarity Canonical Forms of Matrices
Bibliography
Index
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