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Transform-Domain Representation of Discrete-Time Signals Three useful representations of discrete-time sequences in the transform domain: Discrete-time- Fourier Transform(DTFT) YDiscrete Fourier Transform(DFT) z- -Transform
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Stability Condition in Terms of the Pole Locations A causal lti digital filter is BIBO stable if and only if its impulse response h[n] is absolutely summable, i.e
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一、Textbook S.K. Mitra, Digital Signal Processing-A Computer-Based Approach, Third Ed
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《数字信号处理》教学参考资料(Numerical Recipes in C,The Art of Scientific Computing Second Edition)Chapter 07.6 Random Numbers 7.6 Simple Monte Carlo Integration
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《数字信号处理》教学参考资料(Numerical Recipes in C,The Art of Scientific Computing Second Edition)Chapter 07.5 Random Numbers 7.5 Random Sequences Based on Data Encryption
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《数字信号处理》教学参考资料(Numerical Recipes in C,The Art of Scientific Computing Second Edition)Chapter 07.4 Random Numbers 7.4 Generation of Random Bits
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《数字信号处理》教学参考资料(Numerical Recipes in C,The Art of Scientific Computing Second Edition)Chapter 07.3 Random Numbers 7.3 Rejection Method:Gamma, Poisson, Binomial Deviates
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《数字信号处理》教学参考资料(Numerical Recipes in C,The Art of Scientific Computing Second Edition)Chapter 07.2 Random Numbers 7.2 Transformation Method:Exponential and Normal Deviates
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《数字信号处理》教学参考资料(Numerical Recipes in C,The Art of Scientific Computing Second Edition)Chapter 07.1 Random Numbers 7.1 Uniform Deviates
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《数字信号处理》教学参考资料(Numerical Recipes in C,The Art of Scientific Computing Second Edition)Chapter 07.0 Random Numbers 7.0 Introduction
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