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Linear systems and operators in Hilbert space by cPaul A. Fuhrmann. is a nonfiction available to read on EtoBox.

What is Linear systems and operators in Hilbert space about?

Cover......Page 1 Title Page......Page 2 Copyright Page......Page 3 Contents......Page 4 Introduction......Page 8 1. Rings and modules......Page 9 2. Polynomial modules......Page 13 3. The Smith canonical form......Page 19 4. Structure of linear transformations......Page 22 5. Linear systems......Page 35 6. Reachability, observability, and realizations......Page 38 7. Hankel matrices......Page 39 8. Simulation and isomorphism......Page 41 9. Transfer functions and their factorizations......Page 45 10. Realization theory......Page 46 11. Polynomial system matrices......Page 50 12. Generalized resultant theorem......Page 53 13. Feedback......Page 57 Notes and references......Page 69 1 . Geometry of Hilbert space......Page 70 2. Bounded operators in Hilbert space......Page 77 3. Unbounded operators......Page 84 4. Representation theorems......Page 90 5. The spectral theorem......Page 100 6. Spectral representations......Page 111 7. The Douglas factorization theorem and related results......Page 131 8. Shifts, isometries, and the Wold decomposition......Page 133 9. Contractions, dilations, and models......Page 136 10. Semigroups of operators......Page 147 11. The lifting theorem......P

Who reads Linear systems and operators in Hilbert space?

Author

cPaul A. Fuhrmann.

Publisher

Mcgraw-Hill (Tx)

Published

1982

Language

EN

ISBN

9780070225893

Category

nonfiction

Subjects

Mathematics, Stem