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Bellman, Richard Ernest, 1920-1984.
Introduction to matrix analysis / Richard Bellman.
— 2nd ed. — New York : McGraw-Hill, c1970. xxiii, 403 p. ; 24 cm.
Incluye referencias bibliográficas.
Contenido: 1. Maximization, minimization, and motivation — 2. Vectors and matrices — 3. Diagonalization and canonical forms for symmetric matrices — 4. Reduction of general symmetric matrices to diagonal form — 5. Constrained maxima — 6. Functions of matrices — 7. Variational description of characteristic roots — 8. Inequalities — 9. Dynamic programming — 10. Matrices and differential equations — 11. Explicit solutions and canonical forms — 12. Symmetric function, Kronecker products and circulants — 13. Stability theory — 14. Markoff matrices and probability theory — 15. Stochastic matrices — 16. Positive matrices, Perron's theorem, and mathematical economics — 17. Control processes — 18. Invariant imbedding — 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.
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