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 線性代數(一) Linear Algebra I - 第一章 Vector Space 1.1 Introduction

 週次 章節 影音格式 第一章 Vector Space 1.1 Introduction 1.2 Vector Space 1.3 Subspaces(子空間) 1.4 Linear Combinations and Systems of Linear Equations 1.5 Linear Dependence and Linear Independence 1.6 Bases and Dimension (基底和維度) 第二章 Linear Transformations and Matrices 2.1 Linear Transformations, Null spaces, and ranges 2.2 The Matrix Representation of a Linear Transformation 2.3 Composition of Linear Transformation and Matrix Multiplication 2.4 Invertibility and Isomorphisms ※詳見勘誤表-1 2.5 The Change of Coordinate Matrix 第三章 Elementary Matrix Operations and Systems of Linear Equations 3.1 Elementary Matrix Operations and Elementary Matrices 3.2 The Rank of a Matrix and Matrix Inverses 3.3 Systems of Linear Equations-Theoretical Aspects 3.4 Systems of Linear Equations-Computational Aspects 第四章 Determinants 4.1 Determinants of Order 2 4.2 Determinants of Order w 4.2 Determinants of Order w-補充 4.3 Properties of Determinants 4.4 Summary-Important Facts About Determinants 4.5 A Characterization of the Determinant
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