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(Solved): Suppose we have two N-points sequences x(n) and h(n). Calculate the circular convolution product v ...



Suppose we have two N-points sequences \( x(n) \) and \( h(n) \). Calculate the circular convolution product \( v(n)=x(n) \ot

Suppose we have two N-points sequences and . Calculate the circular convolution product by completing the below matrix equation Apply the previous equation to perform the circular convolution of the following two sequences:


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??????The given two sequences are
   both the sequences are starting from origin. By circular convolution we find the convolution of the both the sequences.

The number of samples in   
The number of samples in   
So the number of samples in the output sequence v(n) will be equal to  .
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