Mathematical Tools in Signal Processing with C++ and Java Simulati***使用 C++与J***A模拟的***处理中的数学工具 阿里云 lit azw3 txt pdf caj 下载 在线

In recent decades, the study of signal processing has become increasingly complex, with new techniques and applicati*** c***tantly being developed for the processing, transformation, and interpretation of signals. This book provides a comprehensive introduction to the traditional and modern methods used in signal processing. It is designed to impart to the reader the mathematical techniques used in modelling signals and systems, encompassing standard mathematical tools as well as newer techniques such as wavelets and neural networks. C++ and Java implementati*** furnish these de*i***. The book offers an excellent balance of theory and application, beginning with a complete framework of discrete-time signal processing.

Preface

1 Sampling Theory

　1.1 Introduction

　1.2 Nyquist Theorem

　1.3 Lagrange Sampling Theorem

　1.4 Application

　1.5 Transmission Formats

2 Quantisation

　2.1 Introduction

　2.2 Scalar Quantisation

　2.3 Mu-Law and A-Law

　2.4 Application

　2.5 Vector Quantisation

　　2.5.1 Introduction

　　2.5.2 Design Problem

　　2.5.3 LBG Design Algorithm

　　2.5.4 Example

3 Digital Linear Filters

　3.1 Introduction

　3.2 Finite Impulse Resp***e Filters

　3.3 Infinite Impulse Resp***e Filters

　3.4 Digital Filters from Analog Filters

　3.5 Matlab Filter Implementation

　3.6 Generating Functi***

　　3.6.1 Introduction

　　3.6.2 Linear Difference Equati***

　　3.6.3 Properties of Generating Functi***

4 Convolution

　4.1 Introduction

　4.2 Circular Convolution

　4.3 Noncircular Convolution

5 Discrete Fourier Transform

　5.1 Introduction

　5.2 Properties of the Discrete Fourier Transform

　5.3 Windows

　5.4 Fast Fourier Transform

　5.5 Program

　5.6 Discrete Two-Dimensional Fourier Transform

6 Discrete cosine-Transform

　6.1 Introduction

　6.2 cosine-Transform

　　6.2.1 One-Dimensional Case

　　6.2.2 Two-Dimensional Case

　6.3 Program

7 Discrete Wavelets

　7.1 Introduction

　7.2 Multiresolution Analysis

　7.3 Pyramid Algorithm

　7.4 Biorthogonal Wavelets

　7.5 Two-Dimensional Wavelets

8 z-Transform

　8.1 Introduction

　8.2 Simple Examples

　8.3 Radius of Convergence

　8.4 Properties of the z-Transform

　8.5 Poles and Zeros

　8.6 Inverse z-Transform

　8.7 Linear Difference Equati***

　8.8 z-Transform and System Function

　8.9 An Application

9 Discrete Hidden Markov Processes

9.1 Introduction

9.2 Markov Chains

9.3 Discrete Hidden Markov Processes

……

10 Linear prediction ***ysis

11 Neural networks

12 X-ray tomography

13 Data compression

14 Digital signal processors

Bibliography

Index

暂无相关内容，正在全力查找中

暂无出版社相关信息，正在全力查找中！

暂无相关书籍摘录，正在全力查找中！

在线阅读地址：Mathematical Tools in Signal Processing with C++ and Java Simulati***使用 C++与J***A模拟的***处理中的数学工具在线阅读

在线听书地址：Mathematical Tools in Signal Processing with C++ and Java Simulati***使用 C++与J***A模拟的***处理中的数学工具在线收听

在线购买地址：Mathematical Tools in Signal Processing with C++ and Java Simulati***使用 C++与J***A模拟的***处理中的数学工具在线购买

暂无原文赏析，正在全力查找中！

书籍介绍

In recent decades, the study of signal processing has become increasingly complex, with new techniques and applicati*** c***tantly being developed for the processing, transformation, and interpretation of signals. This book provides a comprehensive introduction to the traditional and modern methods used in signal processing. It is designed to impart to the reader the mathematical techniques used in modeling signals and systems, encompassing standard mathematical tools as well as newer techniques such as wavelets and neural networks. C++ and Java implementati*** furnish these descripti***. The book offers an excellent balance of theory and application, beginning with a complete framework of discrete-time signal processing.