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The target of the simulation is to obtain the maximum stable throughput as the CW varies.
The maximum stable throughput is the maximum number of traffic per unit time and it is measured in bits/second.
This indicates that the saturation throughput might significantly underestimate the maximum stable throughput, as expected in this case.
A characterization of the maximum stable throughput region is provided in addition to evaluation of the delay performance of the proposed protocols.
To derive the maximum stable throughput for the primary system and the secondary system under the cognitive cooperative access scheme, we first present the following theorem [15, 25].
Figure 4 Maximum stable throughput for PU and SU versus P s when M = 3, P p = 3 dB, and d = 0.4.
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The optimal HP CW partitions the whole HP CW range into two intervals (as shown in Figs. 2 and 4): over one interval, the maximum stable HP throughput may be significantly higher than the saturation throughput while the total packet delay is still very small; over the other, the maximum stable HP throughput is tightly bounded by the saturation throughput.
Section 3 investigates the maximum stable HP throughput.
Section 4 illustrates the maximum stable HP throughput and verifies our augments via simulation.
In this section, we validate the effectiveness of the prediction of the maximum stable HP throughput.
Fig. 4 Maximum stable HP throughput when W varies and W opt=315 for a DCF network without a backoff mechanism.
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