Introduction to Matrix Analysis

eBook 미리보기

· 제목 : Introduction to Matrix Analysis (Paperback, 2)
· 분류 : 외국도서 > 과학/수학/생태 > 수학 > 행렬
· ISBN : 9780898713992
· 쪽수 : 430쪽
· 출판일 : 1987-01-01

Foreword
Preface to the Second Edition
Preface
Chapter 1: Maximization, Minimization, and Motivation
Chapter 2: Vectors and Matrices
Chapter 3: Diagonalization and Canonical Forms for Symmetric Matrices
Chapter 4: Reduction of General Symmetric Matrices to Diagonal Form
Chapter 5: Constrained Maxima
Chapter 6: Functions of Matrices
Chapter 7: Variational Description of Characteristic Roots
Chapter 8: Inequalities
Chapter 9: Dynamic Programming
Chapter 10: Matrices and Differential Equations
Chapter 11: Explicit Solutions and Canonical Forms
Chapter 12: Symmetric Function, Kronecker Products and Circulants
Chapter 13: Stability Theory
Chapter 14: Markoff Matrices and Probability Theory
Chapter 15: Stochastic Matrices
Chapter 16: Positive Matrices, Perron’s Theorem, and Mathematical Economics
Chapter 17: Control Processes
Chapter 18: Invariant Imbedding
Chapter 19: Numerical Inversion of the Laplace Transform and Tychonov Regularization
Appendix A: Linear Equations and Rank
Appendix B: The Quadratic Form of Selberg
Appendix C: A Method of Hermite
Appendix D: Moments and Quadratic Forms
Index.