Log In
Or create an account ->
Imperial Library
Home
About
News
Upload
Forum
Help
Login/SignUp
Index
Cover
Contents
The Wiley Bicentennial-Knowledge for Generations
Title Page
Copyright
Preface
Preface to the First Edition
Chapter 1: Fundamentals
Chapter 2: Duality
Chapter 3: Linear Mappings
Chapter 4: Matrices
Chapter 5: Determinant and Trace
Chapter 6: Spectral Theory
Chapter 7: Euclidean Structure
Chapter 8: Spectral Theory of Self-Adjoint Mappings
Chapter 9: Calculus of Vector- and Matrix-Valued Functions
Chapter 10: Matrix Inequalities
Chapter 11: Kinematics and Dynamics
Chapter 12: Convexity
Chapter 13: The Duality Theorem
Chapter 14: Normed Linear Spaces
Chapter 15: Linear Mappings Between Normed Linear Spaces
Chapter 16: Positive Matrices
Chapter 17: How to Solve Systems of Linear Equations
Chapter 18: How to Calculate the Eigenvalues of Self-Adjoint Matrices
Solutions of Selected Exercises
Bibliography
Appendix 1: Special Determinants
Appendix 2: The Pfaffian
Appendix 3: Symplectic Matrices
Appendix 4: Tensor Product
Appendix 5: Lattices
Appendix 6: Fast Matrix Multiplication
Appendix 7: Gershgorin’s Theorem
Appendix 8: The Multiplicity of Eigenvalues
Appendix 9: The Fast Fourier Transform
Appendix 10: The Spectral Radius
Appendix 11: The Lorentz Group
Appendix 12: Compactness of the Unit Ball
Appendix 13: A Characterization of Commutators
Appendix 14: Liapunov’s Theorem
Appendix 15: The Jordan Canonical Form
Appendix 16: Numerical Range
Index
← Prev
Back
Next →
← Prev
Back
Next →