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Exact(5)
We denote by the mathematical expectation with respect to.
(mathbb{E}(cdot)) denotes the mathematical expectation with respect to (mathbb{P}).
where denotes the mathematical expectation with respect to the probability measure.
Applying mathematical expectation with respect to independent realizations of signals and noise, the SINR for th user is (5).
where J X) is the Fisher information matrix (FIM) and ({mathbb E}_{boldsymbol {Z}|boldsymbol {X}}) denotes mathematical expectation with respect to the measurement vector Z, given X.
Similar(55)
Set with the mathematical expectation and with the variance Then for one has (2.1).
The mathematical expectation operator with respect to (mathbb{P}) is denoted by (mathbb{E}(cdot )).
E stands for the mathematical expectation operator with respect to the given probability measure.
E stands for the mathematical expectation operator with respect to the given probability measure P.
(mathscr{E} { cdot }) stands for the mathematical expectation operator with respect to the given probability measure.
For and, denote by the family of all measurable -valued random variables such that where stands for the mathematical expectation operator with respect to the given probability measure.
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