One-dimensional Discrete Fourier Transform (DFT) based filter

Example 1: Real data convolution

U(t) =

+ z^(-1)+ z^(-2)+ z^(-3)+ z^(-4)+ z^(-5)+ z^(-6)

V(t)=

+ z^(-1)+ z^(-2)+ z^(-3)+ z^(-4)+ z^(-1)+ +

X = 

The Length of the denominator polynomial of the filter:   
The Length of the numerator polynomial of the filter:   
The Length of the data array:
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