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Table 1 Mean interference power table of OFDM.
f n Table 2 Mean interference power table of FBMC. .
We thus conclude that the mean interference power that distorts each subcarrier signal amounts to (25).
indicating that the mean interference power is uniformly spread over all the subcarrier signals.
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fWe recall that the mean E G is of particular importance because it is proportional to the average interference power.
The number of CCs and shaping window duration was chosen in such a way that the mean OOB interference power level is achieved at least 40 dB below the mean in-band power level for reasonable value of μ, i.e., μ = 0.01.
Since E[X j ] = 1 and var(X j ) = 1 for j = 1,..., N, the mean of the interference power is given by: E [ I ] = ∑ j = 1 N r j - η E [ X j ] = ∑ j = 1 N r j - η.
Although the mean of the remaining interference power,, is normally used to compare the algorithms as in [11], a more complete picture is captured by computing the complementary cumulative distribution function (CCDF),, where is a target remaining interference power.
This means that the transmitting interference power is now considered as a continuum field all over the network.
The probability of a single bit in the packet interfered by any node in the network is defined in [14, 16] as which means that the overall interference power using RESGO MAC protocol can be expressed as [14] (27).
Resorting to the derivation of the SIR in (39), we yield for the interference from a mean power of, with the interference power according to (25) and the SIR loss factor from (39).
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