Author: Panagiotis
13
Apr
In
[1, p. 62 exercise 3.16] we are asked to show that the random process
, where
is uniformly distributed on
, is WSS by finding its mean and ACF. Using the same assumptions we are asked to repeat the exercise for a single complex sinusoid
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Author: Panagiotis
24
Mrz
In
[1, p. 62 exercise 3.14] it is requested to proof prove that the autocorrelation matrix given by
[1, eq. 3.46] is also positive semidefinite. This shall be done by usage of the definition of the semidefinite property of the ACF in
[1, eq. 3.45].
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Author: Panagiotis
23
Feb
In
[1, p. 62 exercise 3.13] it is requested to prove that the PSD of a real WSS random process is a real even function of frequency.
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Author: Panagiotis
20
Feb
In
[1, p. 62 exercise 3.12] we are asked to prove that for a WSS random process
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