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Convolution_example

# Convolution_example - Graphically we can see that nothing...

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ECE476: Discrete Convolution Example Given: h={0.5, 2, 2.5, 1} x={1,1,1,0,0,0...} y n = k =−∞ x k ⋅ h n k = x n ∗ h n Let's graph the data as we would for a convolution (flipping 'h' along the y axis' and plot it for n=-1.

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Unformatted text preview: Graphically we can see that nothing overlaps. If we were to write out the equation for this. .. We can see that y[-1]=0. Now, let's step this along for n=0. If we continue along this line of thought...
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