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From definition (1.4), it follows that for, Since, taking K for Q, and using (2.9), we can get (3.7).
On the other hand, (4.3) together with (4.4) and the fact that is increasing with respect to on imply that for Since for we have for a contradiction.
It is noted that for since only the phase-shifted version of the in-phase component of pilot signal is received at the quadrature branch with BPSK modulation, which we assume in this paper.
Similar(57)
I've been talking to him about that for years, since he's been here.
for all But, it always exist a finite such that, for all since ;, what leads to a contradiction.
The parameter b for QPSK is half of that for BPSK, since QPSK requires double SNR to achieve the same BER as BPSK.
I've been looking forward to that for so long, since middle school.
A telephone number given for that business has since been reassigned to a music management company.
And that, for the 90 years since, has essentially been that.
Using inequalities (2.18) and Lemma 2.1, we have that, since, for, (2.19).
He has made up for that since, of course.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com