文件名称:DigitalSignalProcessing3
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数字信号处理实践方法,从一到三囊括了数字信号处理的模数变换、DFT变换、Z变换、滤波器设计等-Digital signal processing practices, from 1-3 to include digital signal processing of analog-to-digital transformation, DFT transform, Z transform, filter design, etc.
相关搜索: z变换
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DigitalSignalProcessing3
........................\prog81.m
........................\prog82.m
........................\prog83.m
........................\prog8b7.m
........................\prog8b8.m
........................\prog9b1.m
........................\prog9b2.txt
........................\prog9b3.m
........................\pseries.m
........................\QuantizeCoeff.m
........................\REMEZ1.m
........................\REMEZEX2.m
........................\REMEZEX2a.m
........................\RippleAtten.m
........................\Rlsadf.m
........................\RoundoffNoise.m
........................\ScaleFactor.m
........................\SDFT1.m
........................\SDFT2.m
........................\SFFT2.m
........................\SFFT8.m
........................\SIFFT4.m
........................\Sqrtadf.m
........................\SQRTflt.m
........................\Stability.m
........................\Uduadf.m
........................\UDUflt.m
........................\prog81.m
........................\prog82.m
........................\prog83.m
........................\prog8b7.m
........................\prog8b8.m
........................\prog9b1.m
........................\prog9b2.txt
........................\prog9b3.m
........................\pseries.m
........................\QuantizeCoeff.m
........................\REMEZ1.m
........................\REMEZEX2.m
........................\REMEZEX2a.m
........................\RippleAtten.m
........................\Rlsadf.m
........................\RoundoffNoise.m
........................\ScaleFactor.m
........................\SDFT1.m
........................\SDFT2.m
........................\SFFT2.m
........................\SFFT8.m
........................\SIFFT4.m
........................\Sqrtadf.m
........................\SQRTflt.m
........................\Stability.m
........................\Uduadf.m
........................\UDUflt.m