| ISBN13: | 9781032001654 |
| ISBN10: | 1032001658 |
| Binding: | Hardback |
| No. of pages: | 388 pages |
| Size: | 234x156 mm |
| Weight: | 875 g |
| Language: | English |
| Illustrations: | 23 Illustrations, black & white; 91 Illustrations, color; 23 Line drawings, black & white; 91 Line drawings, color; 42 Tables, black & white |
| 641 |
Adaptive Filtering Under Minimum Mean p-Power Error Criterion
GBP 155.00
Click here to subscribe.
Not in stock at Prospero.
As an extension of the traditional MMSE, the minimum mean p-power error (MMPE) criterion has shown superior performance in many applications of adaptive filtering. This book aims to provide a comprehensive introduction of the MMPE and related adaptive filtering algorithms.
Adaptive filtering still receives attention in engineering as the use of the adaptive filter provides improved performance over the use of a fixed filter under the time-varying and unknown statistics environments. This application evolved communications, signal processing, seismology, mechanical design, and control engineering. The most popular optimization criterion in adaptive filtering is the well-known minimum mean square error (MMSE) criterion, which is, however, only optimal when the signals involved are Gaussian-distributed. Therefore, many "optimal solutions" under MMSE are not optimal. As an extension of the traditional MMSE, the minimum mean p-power error (MMPE) criterion has shown superior performance in many applications of adaptive filtering. This book aims to provide a comprehensive introduction of the MMPE and related adaptive filtering algorithms, which will become an important reference for researchers and practitioners in this application area. The book is geared to senior undergraduates with a basic understanding of linear algebra and statistics, graduate students, or practitioners with experience in adaptive signal processing.
Key Features:
- Provides a systematic description of the MMPE criterion.
- Many adaptive filtering algorithms under MMPE, including linear and nonlinear filters, will be introduced.
- Extensive illustrative examples are included to demonstrate the results.
1. Introduction 2. Adaptive Filtering Algorithms under MMSE Criterion 3. MMPE Family Criteria 4. Adaptive Filtering Algorithms under MMPE 5. Recursive Adaptive Filtering Algorithms under MMPE 6. Nonlinear Filtering Algorithms under MMPE 7. Adaptive Filtering Algorithms under Mixture MMPE 8. Adaptive Filtering Algorithms under KMPE Family Criteria
