Linear Algebra and Matrices
Book information
Description
Front cover Title page Contents Preface List of Symbols Chapter 1: Basic facts on vector spaces, matrices, and linear transformations Chapter 2: Canonical forms Review Problems (1) Chapter 3: Applications of the Jordan canonical form Chapter 4: Inner product spaces Chapter 5: Perron–Frobenius theorem Chapter 6: Tensor products Review Problems (2) Challenging Problems Appendix A: Sets and mappings Appendix B: Basic facts in analysis and topology Appendix C: Basic facts in graph theory Appendix D: Basic facts in abstract algebra Appendix E: Complex numbers Appendix F: Differential equations Appendix G: Basic notions of matrices Bibliography Index Back cover
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