Digital Filters: Analysis, Design, and Signal Processing Applications

Support Materials

Slide Presentations for Classroom Use

The author has developed a number of slide presentations on topics covered by the textbook for supplementary classroom use or for self-study by students. The presentations are in PDF format and can be downloaded by clicking the links below:

End-of-Chapter Solutions

The table below provides solutions of the end-of-chapter problems. These materials are intended for instructors of recognized academic institutions and are, therefore, encrypted under password. To evaluate the style and quality of the solutions, please click:

Sample Solutions

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NOTE : The author is in the process of updating the solutions and will post them
at this website progressively as soon as they are done.

Updated Solutions for End-of-Chapter Problems
for New Edition
Copyright © 2018 Andreas Antoniou

Chapter Download Solutions
1 Introducton to Digital Signal Processing No end-of-chapter problems
2 Discrete-Time Systems Chapter 2 Solutions
3 The Fourier Series and Transform Chapter 3 Solutions
4 The Z Transform Chapter 4 Solutions
5 Application of Transform Theory to Systems Chapter 5 Solutions
6 The Sampling Process Chapter 6 Solutions
7 The Discrete Fourier Transform Chapter 7 Solutions
8 The Window Technique Chapter 8 Solutions
9 Realization of Digital Filters Chapter 9 Solutions
10 Design of Nonrecursive Filters Chapter 10 Solutions
11 Approximations for Analog Filters Chapter 11 Solutions
12 Design of Recursive Filters Chapter 12 Solutions
13 Recursive Filters Satisfying
Prescribed Specifications
Chapter 13 Solutions
14 Effects of Finite Word Length in Digital Filters Chapter 14 Solutions
15 Design of Nonrecursive Filters Using
Optimization Methods
Chapter 15 Solutions
16 Design of Recursive Filters Using Unconstrained Optimization
Chapter 16 Solutions
17 Design of Recursive Filters Using Constrained Optimization To post
18 Wave Digital Filters Chapter 18 Solutions
19 Signal Processing Applications Chapter 19 Solutions


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