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What's the Fourier transform of this guy?
OK, so the transform of this is, that's a constant.
So this is the transform of this guy.
So, beautifully, by some trickery, we can find the transform of this.
We've looked previously at the Fourier transform of this rectangular sequence.
So what's the formula for the Fourier integral transform of this particular?
Similar(23)
And since the Fourier transform of this since this corresponds to an impulse train the Fourier transform, by the time we change some sums and integrals, will then have this impulse replaced by the Fourier transform of the shifted impulse, which is this exponential factor.
The Laplace transform of the output of this system is simply this expression times H of s.
And now if we look at the Fourier transform of the decimated signal, that Fourier transform, of course, is this summation on the decimated sequence.
OK, so I'm going to take the Fourier transform of every term, well this is, a is a constant.
The log transform of triglyceride was used because this variable is not normally distributed.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com