Book Description
This book is an introduction to the ideas and the techniques of linear algebra directed to students of first or second course who already have the theory of linear algebra, the resolution of problems and the possible applications, and all of it maintaining an excelent level, step by step. This is a wonderful and easy to follow book about linear algebra. After reading this book with clear concept establishment, you might go ahead more advanced books.
Table of contents
Chapter 1: Systems of Linear Equations
Chapter 2: Matrix Algebra
Chapter 3: Determinants and Diagonalization
Chapter 4: Vector Geometry
Chapter 5: The Vector Space Rn
Chapter 6: Vector Spaces
Chapter 7: Linear Transformations
Chapter 8: Orthogonality
Chapter 9: Change of Basis
Chapter 10: Inner Product Spaces
Chapter 11:Canonical Forms
Appendix A: Complex Numbers
Appendix B: Proofs
Appendix C: Mathematical Induction
Appendix D: Polynomials
File Size 63,65 MB
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