Simon (McMaster University, Hamilton, Ontario, Canada) Haykin,
Simon Haykin
John Wiley & Sons
e druk, 2003
9780471378518
WIE Signals and Systems
Specificaties
Gebonden, 828 blz.
|
Engels
John Wiley & Sons |
e druk, 2003
ISBN13: 9780471378518
Rubricering
Verwachte levertijd ongeveer 9 werkdagen
Samenvatting
Design and MATLAB concepts have been integrated in text.
∗ Integrates applications as it relates signals to a remote sensing system, a controls system, radio astronomy, a biomedical system and seismology.
Specificaties
Inhoudsopgave
Chapter 1. Introduction.
<br /> Chapter 2. Time–Domain Representations of Linear Time–Invariant Systems.
<br /> Chapter 3. Fourier Representations of Signals and Linear Time Invariant Systems.
<br /> Chapter 4. Applications of Fourier Representations to Mixed Signal Classes.
<br /> Chapter 5. Application to Communication Systems.
<br /> Chapter 6. Representing Signals by Using Continuous–Time Complex Exponentials: The Laplace Transform.
<br /> Chapter 7. Representing Signals by Using Discrete–Time Complex Exponentials: The z–Transform.
<br /> Chapter 8. Application to Filters and Equalizers.
<br /> Chapter 9. Application to Linear Feedback Systems.
<br /> Chapter 10. Epilogue.
<br /> Appendix A: Selected Mathematical Identities.
<br /> Appendix B: Partial–Fraction Expansions.
<br /> Appendix C: Tables of Fourier Representations and Properties.
<br /> Appendix D: Tables of Laplace Transforms and Properties.
<br /> Appendix E: Tables of z–Transforms and Properties.
<br /> Appendix F: Introduction to MATLAB.
<br /> Index.
<br /> Chapter 2. Time–Domain Representations of Linear Time–Invariant Systems.
<br /> Chapter 3. Fourier Representations of Signals and Linear Time Invariant Systems.
<br /> Chapter 4. Applications of Fourier Representations to Mixed Signal Classes.
<br /> Chapter 5. Application to Communication Systems.
<br /> Chapter 6. Representing Signals by Using Continuous–Time Complex Exponentials: The Laplace Transform.
<br /> Chapter 7. Representing Signals by Using Discrete–Time Complex Exponentials: The z–Transform.
<br /> Chapter 8. Application to Filters and Equalizers.
<br /> Chapter 9. Application to Linear Feedback Systems.
<br /> Chapter 10. Epilogue.
<br /> Appendix A: Selected Mathematical Identities.
<br /> Appendix B: Partial–Fraction Expansions.
<br /> Appendix C: Tables of Fourier Representations and Properties.
<br /> Appendix D: Tables of Laplace Transforms and Properties.
<br /> Appendix E: Tables of z–Transforms and Properties.
<br /> Appendix F: Introduction to MATLAB.
<br /> Index.
