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To generate the DFP a threshold for the bit probability was established.
(a) Eb/N0 = 10 dB; (b) Eb/N0 = 20 dB. Figure 7 The error bit probability without narrowband interference.
The estimate p ̂ e of the intra-link error probability p e is used to modify the bit probability, taking into account the intra-link errors, as [8]: Pr ( b 2 = 0 ) = ( 1 - p e ) Pr ( b 1 = 0 ) + p e Pr ( b 1 = 1 ), Pr ( b 2 = 1 ) = ( 1 - p e ) Pr ( b 1 = 1 ) + p e Pr ( b 1 = 0 ), (34).
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where the bit probabilities p(b m ) are obtained directly from the histogram of the quantization indices q composing frequency β band.
At first step, using BIN PACKING algorithm group the bits' probabilities to provide most equal sized block (each block has similar probability in summation).
Furthermore, the bit-error probability of each bit plane is modeled assuming a binary symmetric channel (BSC).
In [4], the authors have derived a semi-analytical expression of the bit error probability using a non-parametric estimation of the probability density of the observed samples.
The bit error probability is upper bounded by the symbol error probability [6], and the time slot duration is assumed equal to the duration of an OFDM symbol.
Probability of packet error is calculated based on the bit error probability of a particular link and length of that packet.
From [6], it is easily proved that the bit error probability after FF hard decision decoding approaches half the frame error probability, as in [16, 17].
Also, if is the bit error probability for the CS detection, for a number of CS bits the probability of correct CS detection becomes.
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