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Layers are like transparent sheets of acetate stacked on top of each other. Layers help you organize the artwork in your document. You can draw and edit objects on one layer without affecting objects on another layer. Where there is nothing on a layer, you can see through it to the layers below. To draw, paint, or otherwise modify a layer or folder, you select the layer to make it active. A pencil icon next to a layer or folder name indicates that the layer or folder is active. Only one layer can be active at a time (although more than one layer can be selected at a time).

51 INTRODUCTION Due to rapid growth in the use of wireless communication services and the corresponding scarcity and high cost of radio spectrum bandwidth, it has become increasingly important for cellular network operators to maximize spectrum efficiency Such efficiency can be achieved by optimal frequency reuse, ie, the simultaneous use of the same part of the radio spectrum by communication links in different locations of the network Optimal frequency reuse is constrained by noise levels, resulting from interference between communication links, that must be kept at acceptable levels (see [25]) In the previous chapter [28], the problem of assigning channels to minimize spectrum use while satisfying interference constraints was discussed in its simplest form In this form, each pair of cells in the network can either use the same channel simultaneously or not.

However, for networks based on frequency division (FDMA) or time division (TDMA), there can be a significant difference in the amount of interference between channels that are near each other in the radio spectrum and channels that are far apart This implies that the distance between cells that use channels close together in frequency must be greater than the distance between cells that use channels that are far apart The constraints for channel assignment resulting from this consideration are referred to as channel separation constraints As discussed in [28], a graph model can be used for the channel assignment problem The nodes of the graph correspond to cells or their base stations and the edges represent cell adjacency We assume that a fixed demand for channels is given for each cell, and that a channel assignment assigning exactly that many channels to the cell must be found.

Zhang and Hou [47] described an ef cient algorithm for selecting covering sensors. Sensors are assumed to be time synchronized, and they periodically make new decisions about sensors that remain active to cover the area. In each round, a single sensor starts the decision process, which then propagates to the whole network. New sensors are selected so that the priority is given to sensors located near optimal hexagonal area coverage, obtained when the area is ideally divided into equal regular hexagons. The coverage is indeed very optimal, given the distributed nature of the decisions. However, the need for a single sensor to start the process may cause problems in applying it. Since time is synchronized, and rounds are well de ned, perhaps it is better to allow all sensors to make localized decisions without waiting for any speci c sensor to start the process (especially if

The algorithms reviewed here apply to the static situation However, in many cases the same algorithms can also be used in the dynamic situation, where the demand for channels changes over time Algorithms based on a preassigned set of channels per node (such as Algorithms A and A , described in Section 53) can be directly adapted to the dynamic case Other algorithms can be adapted if limited reassignment of the channels used to carry ongoing calls is permitted From another viewpoint, the static demand could represent the average or maximum possible demand for channels in the cell, and the fixed channel assignment based on this demand is expected to perform well even in the dynamic situa95.

1. 3G TS 25.301, Radio Interface Protocol Architecture, 3rd Generation Partnership Project, Technical Specification Group Radio Access Network, version 3.4.0 (2000-03). 2. 3G TS 25.221, Physical Channels and Mapping of Transport Channels onto Physical Channels (TDD), 3rd Generation Partnership Project, Technical Specification Group Radio Access Network, version 3.1.1 (1999-12). 3. 3G TS 25.222 Multiplexing and Channel Coding (TDD), 3rd Generation Partnership Project, Technical Specification Group Radio Acces Network, version 3.1.1 (1999-12).