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Signals and systems / Simon Haykin, Barry Van Veen.

By: Haykin, Simon S, 1931-.
Contributor(s): Van Veen, Barry.
Material type: TextTextPublisher: New York : Chichester : Wiley, c1999Description: xviii, 694 p. : ill. (some col.) ; 27 cm.ISBN: 0471138207; 9780471138204; 9971512394.Subject(s): Signal processing | System analysis | Linear time invariant systems | Telecommunication systemsDDC classification: 621.3822 Online resources: WorldCat details | Ebook Fulltext
Contents:
Table of contents Time-Domain Representations for Linear Time-Invariant Systems; Fourier Representations for Signals; Applications of Fourier Representations; Application to Communication Systems; Representation of Signals Using Continuous-Time Complex Exponentials: The Laplace Transform; Representation of Signals Using Discrete-Time Complex Exponentials: The z-Transform; Application to Filters and Equalizers; Application to Feedback Systems; Epilogue; Appendices.
Summary: Summary: This text introduces the concepts and techniques used in the study of signals and linear systems. It shows how they are applied in solving problems in digital signal processing, communication and control systems. It provides a balanced treatment of continuous- and discrete-time concepts.
List(s) this item appears in: Signal and System
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Non-fiction 621.3822 HAS 1999 (Browse shelf) Not for loan
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Text Text EWU Library
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Non-fiction 621.3822 HAS 1999 (Browse shelf) C-4 Available 13003
Text Text EWU Library
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Non-fiction 621.3822 HAS 1999 (Browse shelf) C-5 Available 13004
Text Text EWU Library
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Non-fiction 621.3822 HAS 1999 (Browse shelf) C-6 Available 13005
Text Text EWU Library
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Non-fiction 621.3822 HAS 1999 (Browse shelf) C-7 Available 13006
Text Text EWU Library
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Non-fiction 621.3822 HAS 1999 (Browse shelf) C-8 Available 13007
Text Text EWU Library
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Includes index.

Table of contents Time-Domain Representations for Linear Time-Invariant Systems; Fourier Representations for Signals; Applications of Fourier Representations; Application to Communication Systems; Representation of Signals Using Continuous-Time Complex Exponentials: The Laplace Transform; Representation of Signals Using Discrete-Time Complex Exponentials: The z-Transform; Application to Filters and Equalizers; Application to Feedback Systems; Epilogue; Appendices.

Summary:


This text introduces the concepts and techniques used in the study of signals and linear systems. It shows how they are applied in solving problems in digital signal processing, communication and control systems. It provides a balanced treatment of continuous- and discrete-time concepts.

Electrical & Electronic Engineering

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