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In cooperation mode, we quantify the improvement in primary performance due to cooperative relaying from the secondary system as credits accumulated by the secondary system.
In cooperation mode.
In cooperation mode, 'credits' is defined as Γ C = Δ η C P − η P ( credits / slot ) (39).
In cooperation mode, the secondary system is always ready to serve as a relay for the primary system, for which we have the following mutually exclusive events: Event 1: E1 = {primary packet is successfully received at PR in the first transmission slot}.
This is because by increasing M, the primary throughput gain in cooperation mode increases.
We can see that the primary throughput in cooperation mode η C P is always higher than that in the conventional primary system ηP; thus, credits can be accumulated by the secondary system in cooperation mode.
Similar(41)
Consider the relay network operating in receiver cooperation mode as illustrated in Figure 3.
In the cooperation mode, the secondary transmitters serve as potential relays among which the best one is selected to help forward the primary packet, thus accumulating credits.
As in receiver cooperation mode the relay is assumed to be close to the receiver, the scenario of interest is when d is small.
Thus, the received signals at the relay node and the destination node are given by Figure 3 Illustration of a relay network operating in receiver cooperation mode.
Full camera control was considered for the game, but was rejected for graphical reasons and to avoid having to insert a split-screen view in the cooperation mode.
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