Sentence examples for gain realizations from inspiring English sources

Cell-based simulation using 100 random channel gain realizations.

Intuitively, using optimal power allocation the power is not wasted on weak channel realization and the saved power is spent on strong gain realizations.

That is, with fixed-length coding, on which we focus, the throughput degenerates to the average rate defined as expectation on achievable rates for different gain realizations.

Intuitively, using long-term power allocation, the power is not wasted on weak channel realizations, and the saved power is spent on strong gain realizations.

In a -user MAC, to have "complete information" means that, at each time, the channel gain realizations are known at all the transmitters, denoted by.

The three components of ν = h SD, h SRD, N SRD depend on the channel gain realizations during the considered frame; therefore, the destination must estimate ν and calculate the sufficient statistic (6) with ν replaced by its estimate.

If the instantaneous gain realization supports the rate, i.e., g n ≥ ĝ n, m, the transmitted data is successfully decoded; otherwise outage occurs.

In this paper, the "incomplete information" particularly refers to a situation where each only knows its own channel gain realization, but does not know the channel gains of other transmitters.

If the instantaneous gain realization is within the region g ~ n, m ≤ g n < ĝ n, m + 1 (the outage region in Figure1a), the data is lost, and the transmitted information has no contribution on the system throughput.

Here, (a) is based on the fact that as the n th user gain realization is in the region Sn,m, the optimal considered gain ĝ n, m must be within this region as well, i.e., ĝ n, m ∈ S n, m.

If the current gain realization of the winner user n is within the region g ~ n, m ≤ g n < ĝ n, m + 1, the data transmitted at rate log ( 1 + ĝ n, m + 1 T n, m + 1 ) is lost, and the power Tn,m+1 is wasted.