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Answer by Matt L. for Fourier Transform of impulse train proof in Julius O...
In the given proof, first a finite length symmetrical impulse train of length $2M+1$ is transformed, and then the limit $M\to\infty$ is computed. The Fourier transform of the length $2M+1$ impulse...
View ArticleFourier Transform of impulse train proof in Julius O Smith's textbook
$\DeclareMathOperator{\sinc}{sinc}\DeclareMathOperator{\asinc}{asinc}$I'm trying to follow the proof of the Fourier Transform for an Impulse train given in Julius Smith's textbook. I come across the...
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