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In particular, the authors of [10] observe that the binary exponential backoff (BEB) strategy adopted in MACA in case of collisions may lead to an unfairness probability of medium access in the presence of heavily loaded nodes Indeed, nodes that undergo a series of collisions, thus exponentially increasing their contention windows, have a lower probability of winning the contention with other, less-backed-off terminals To alleviate this problem, in MACAW all nodes in the neighborhood have the same contention window size The contention window size is embedded in the header of each packet transmitted over the channel Whenever a station hears a packet, it copies that value into its own backoff counter Furthermore, the backoff window is adjusted in a gentler way: upon a collision, the backoff interval is increased by a multiplicative factor (15), while upon success it is linearly decreased.

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In order to further improve the fairness of the channel access, MACAW also suggests the use of the multi-stream model Basically, authors propose to keep, in each station, separate queues for each stream and then to run the access mechanism independently for each queue Collisions that could potentially occur among the traf c ows of the same terminal will be internally resolved by the terminal by choosing a winner and backing off the other colliding streams Notice that the multi-stream model is also considered in the standard IEEE 80211e, which aims at providing different access classes..

The instantaneous failure, by de nition, corresponds to the decrease in the number of surviving samples at time t and is given by l t f t 1 F t 5:1:20

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R2 is the same value as X. Thus, the outcome of a sequence of two XORs using the same value produces the original value. To see this feature of the XOR in ...

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The initial graphical model, as it is constructed from the separator sets, is shown in Figure 11.6. The node separators (rectangles) are labeled by the cross-sections S1 to S6 they correspond to. The nodes of the join tree in the top row result directly from the separators, those in the bottom row correspond to the circuit elements. To simplify the network, we exploit I0 = I1 = I3 and I4 = I5 = I6 . Furthermore, we merge (1) the four leftmost nodes (two from the top row and two from the bottom row), (2) the third and the fourth node on the top row, and (3) the two rightmost nodes (the last nodes from the top and the bottom row). The simplification result is shown in Figure 11.7. For a few simple diagnosis experiments we implemented the described method for this example with a discrete Markov network.1 In order to handle

a user who experiences re-bu ering events. Finally, users subject to initial bu ering times or re-bu ering times longer than 10 sec are dropped. Unsatis ed users are the sum of dropped and unhappy users. These QoS de nitions for streaming services are similar to the ones used in [17]. Given these requirements for constant bit rate streaming, qualitybased HSDPA admission control may be needed if there are too many streaming users entering the cell. Such algorithms are studied in [18] and [19]. The quality-based HSDPA access algorithm proposed in [18] is used for the results presented in Figure 7.24, where unsatis ed user probability is plotted vs carried HS-DSCH cell throughput. These results are obtained by running a series of simulations with di erent QoS targets for the quality-based HSDPA access algorithm. Assuming a maximum allowed unsatis ed user probability of 5%, HSDPA cell capacity at 128-kbps streaming equals approximately 1.3 Mbps, or equivalently ten users per cell. Advanced streaming clients and servers are able to adapt their data rate to the available radio bit rate. Those adaptive streaming codecs are considered in 9.

Number of Additional Tuples Evaluating a given relational graphical model by simply counting the additional tuples in the relation represented by the model compared to the original relation was discussed extensively in Section 7.1.1. Therefore we only mention it here for reasons of completeness. Note that this measure is a global evaluation measure in contrast to the Hartley information gain and its variants, which are all local evaluation measures.

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