Math, asked by prasannalingoju0393, 2 months ago

covolution property proof in discrete fourier series

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Answered by kiranthombare101

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Step-by-step explanation:Statement: The multiplication of two sequences in the time domain is equivalent to their circular convolution in the frequency domain. Statement: The DFT of a complex conjugate of any sequence is equal to the complex conjugate of the DFT of that sequence; with the sequence delayed by k samples in the frequency domain

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