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The reference window approach introduces a time shift, the difference between the mean of B and B′, therefore a timing correction is needed (Yao et al., 2011).
And that, I've stated, is equivalent to a time shift.
For general functions, of course, about all that you can say about what happens when you implement a time shift is that it implements a time shift.
This response is identical (but for a time shift) to the filter's response to initial conditions.
In the sinusoidal case, we saw that a time shift corresponded to a phase change.
Specifically, is it true that a phase change always corresponds to a time shift?
There are moments where's there's a time shift in a single sentence.
Accordingly, the reformed gas is used with a time shift operation.
In particular for discrete time, if I implement a time shift that generates a phase change and we can see that easily by simply inserting a time shift, n + n_0.
With the real exponential, a time shift, as it turns out, corresponds to simply changing the scale.
Now, in continuous time, of course, we saw that a time shift corresponds to a phase change, and vice versa.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com