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Parks T.W., Burrus C.S. Digital Filter Design
Издательство John Wiley, 1987, -360 pp.

This digital filter design book is addressed to the mathematician, scientist, or engineer who has an understanding of continuous-time signals and who has been introduced to discrete-time signal analysis.
The main topic of this book is the frequency-domain analysis and design of linear, constant coefficient, digital filters. The book is divided into two major parts: finite-duration impulse-response (FIR) filters and infinite-duration impulse-response (IIR) filters. Each part consists of a complete, self-contained treatment of the corresponding filter type. All aspects of each filter type are discussed. Each part begins with a discussion of filter properties, which leads into material on design of the filter to meet frequency-domain specifications.
This aspect of filter design is called the approximation problem and makes up a major portion of the book. Each of the two parts concludes with a chapter on implementation of the filter with fixed-point arithmetic-the realization problem. The chapters on implementation both include a detailed design example that presents a step-by-step design and implementation of a typical filter. The design examples begin with the frequency-domain specifications for the filter and conclude with a listing of the assembly language program for implementing the filter on a signal-processing chip (the TMS32010 from Texas Instruments).
The book begins with an introductory chapter that reviews the concepts of frequency-domain analysis of discrete-time systems and states the major problems in digital filter design. The final chapter summarizes the main results in the book with a discussion of the unique characteristics of the FIR and IIR filter types. An appendix with listings of ten FORTRAN programs for filter design is included.

One INTRODUCTION.
Introduction to Digital Filters.
Two FINITE IMPULSE-RESPONSE (FIR) FILTERS.
Properties of Finite Impulse-Response Filters.
Design of Linear-Phase Finite Impulse-Response.
Minimum-Phase and Complex Approximation.
Implementation of Finite Impulse-Response Filters.
Three INFINITE IMPULSE-RESPONSE (IIR) FILTERS.
Properties of Infinite Impulse-Response Filters.
Design of Infinite Impulse-Response Filters.
Implementation of Infinite Impulse-Response Filters.
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