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4.3 BASIC TYPES OF ALGORITHMS In this section, we describe the basic types of algorithms developed for channel assignment seen as a graph multicoloring problem. 4.3.1 Fixed Assignment Fixed assignment (FA) is a very simple, nonrecoloring strategy for channel assignment. In this strategy, the nodes are partitioned into independent sets, and each such set is assigned a separate set of channels [30]. It is easy to see that this works very well when the traffic is described by a uniform distribution. However, it behaves quite poorly in the worst case. In particular, the algorithm is k-competitive where k is the chromatic number of the underlying graph. In [17], it is shown that this is the best possible for arbitrary kcolorable graphs. 4.3.2 Borrowing Algorithms To improve the performance of FA, one idea has been to assign nominal sets of channels as with FA, but allow borrowing of available channels [7, 18, 37, 35]. A simple method is to have a two-phase algorithm. In the first phase, every node uses as many channels as it needs from its own nominal set of channels. In the second phase, a node borrows channels if necessary from its neighbors sets of channels. Some mechanism to avoid conflicts caused by two neighbors trying to borrow the same channel from a mutual neighbor in the second phase is usually needed. One such mechanism might be to restrict the borrowing in some way. For example, red nodes can only borrow green channels, green nodes can only borrow blue channels, and blue nodes can only borrow red channels.

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The Bluetooth standard does not provide scatternet formation algorithms, although it specifies device discovery procedures used for devices to discover the presence and identity of neighboring devices, in detail Another desirable feature is that there should be a bound on the number of piconets to which a slave slave bridge can belong Since Bluetooth is a completely ad hoc network, with no facility for a centralized infrastructure that has knowledge of the entire topology, the network formation algorithms need to be completely distributed, and should run on top of the device discovery procedures The feasibility problem of scatternet formation (requiring bridges to be slave slave) when not all stations are within radio range of each other, has been proved to be NP-complete [3].

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Table 11.2 contains pseudocode to calculate P(H) according to Eq. (11.21). 11.5.3.3 Average and Outage BER. The average BER can be obtained by averaging Eq. (11.21) over a (large) number Nc of channel realizations, where the ith channel realization is denoted by Hi (1rirNc), as P

In those frames without the synchronizing word, the second bit of TS 0 is frozen at a 1 so that in these frames the synchronizing word cannot be imitated. The remaining bits of TS 0 can be used for the transmission of supervisory information signals [Ref. 16]. Again, E1 in its primary rate format transmits 32 channels of 8-bit time slots. An E1 frame therefore has 8 32 256 bits. There is no framing bit. Framing alignment is carried out in TS 0. The E1 bit rate to the line is:

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Begin_Tran T1 Begin_Tran T1LA R(X) Calculate X = X + 200 W(X) Commit T1LA End_Tran T1LA Begin_Tran T1NY R(X) Calculate X = X * 1.10 W(X) Commit T1NY End_Tran T1NY Commit T1 End_Tran T1;

The set of Bluetooth nodes is modeled as a graph in which each station is represented by a vertex, with an edge between two vertices if the corresponding stations are within radio range of each other A greedy centralized algorithm in which a hypothetical central entity knows the complete topology has been proposed, as have approximation bounds derived for a special class of graphs, namely the clique-coverable graphs In order to be feasible for implementation in real scatternets, the algorithm needs to be distributed Distributed algorithms have also been proposed in [3] that assume 2-hop neighborhood information This is achievable in Bluetooth, since the identities of the neighboring nodes are known at the end of the device discovery procedure The nodes are made to exchange this neighborhood information with each of their neighbors so that they have 2-hop information and a partial view of the underlying topology.

We start by comparing the type, size, and popularity of content offered to wireline and wireless users. The content offered to wireline users is richer than the content offered to wireless users. However, we believe, as wireless Web services continue to grow, that the richness of content in the two environment will become comparable.

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Clearly, the problem is not hard when the underlying topology is a complete graph, ie, all nodes are within radio range of each other However, this problem is also interesting when the Bluetooth communication model is to be used and limited information has to be exchanged during device discovery In [28], randomized and deterministic algorithms have been proposed to solve this problem using the Bluetooth device discovery communi-.

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