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Convolution Identity |
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| Sep21-12, 09:14 AM | #1 |
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Convolution Identity
Hi there,
working on a physical problem I found two functions that should be equivalent, and indeed they seem to be after a numerical check. The functions are shown in the attached PDF. I can not figure a way to prove their equivalence analytically (the double integral especially gives me grief when trying to "unravel" it, to get to a single integral expression) Any help would be so appreciated, thank you very much |
| Sep21-12, 11:03 AM | #2 |
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Recognitions:
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G(2t-τ1-τ2) = G(t-τ1) G(t-τ2)/c
The double integral then factors into two separate integrals which are identical in effect. |
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