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book
BookPrinted Material
Author King, Frederick W., 1947-

Title Hilbert transforms / Frederick W. King.

Publication Info. Cambridge [Eng.] ; New York : Cambridge University Press, 2009.

Call No.QA432 .K56 2009
LocationMoore Stacks
Holdingsv1, v2.

Item Status

Location Call No. Status OPAC Message Public Note Gift Note
 Moore Stacks  QA432 .K56 2009  v.2    Available  ---
 Moore Stacks  QA432 .K56 2009  v.1    Available  ---
Description 2 volumes : illustrations ; 24 cm.
Series Encyclopedia of mathematics and its applications ; 124-125
Encyclopedia of mathematics and its applications ; v. 124-125.
Bibliography Includes bibliographical references and indexes.
Contents Volume 1 -- 1. Introduction -- 2. Review of some background mathematics -- 3. Derication of the hilbert transforms relations -- 4. Some basic properties of the hilbert transform -- 5. Relationship bewteen the hilbert transform and some common transforms -- 6. The hilbert transform of periodic functions -- 7. Inequalities for the hilbert transform -- 8. Asymptotic behavior of the hilbert transform -- 9. Hilbert transforms of some speical functions -- 10 Hilbert transforms involving distributions -- 11. The finite hilbert transforms -- 12. Some singular integral equations -- 13. Discrete hilbert transforms -- 14. Numerical evaluation of hilbert transforms -- Volume 2 -- 15. Hilbert transforms in E -- 16. Some further extensions of the classical hilbert transform -- 17. Linear systems and causality -- 18. The hilbert transform of waveforms and signal processing -- 19 Kramers-kronig relations -- 20. Dispersion relations for some linear optical properties -- 21. Dispersion relations for magneto-optical and natural optical activity -- 22. Dispersion relations for nonlinear optical properties -- 23. Some further applications of hilbert transforms -- Appendix 1. Table of seleted hilert-transforms -- Appendix 2 Atlas of selected hilbert transform pairs
Subject Hilbert transform.
Hilbert transform.
ISBN 9780521517201 v. 2
9780521887625 v. 1
0521887623 v. 1
0521517206 v. 2