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about the cause and nature of CFS that correspond with the current cultural predisposition toward holding people more directly responsible for their own health. A second explanation for these ndings may involve a general lack of education about CFS among medical trainees (13% of advanced medical students indicated that they had never heard of CFS, only 21% of them had ever read an article about CFS, and only 15% had ever known someone diagnosed with CFS). There is a clear need for a better understanding of how we might conceptualize the bene ts and limitations of possible names for this syndrome. As the process of changing the name of the illness begins, an advisory committee to study the renaming of CFS has been organized, called the Name Change Working Group of the U.S. Department of Health and Human Services. Continued data-based investigations, such as the study described, are needed to ensure that any new recommendation for naming this illness appropriately conveys its severity and does not continue to stigmatize patients.

It is also important to organise group discussions on the analysis results in order to remove potentially unclear items Extrapolating and drawing nal conclusions and making recommendations towards exploitation of project results 834 Evaluation Dimensions As mentioned earlier, one of the dif culties in carrying out technical evaluations is the ability to draw generally applicable conclusions from what often is a partial implementation of the system architecture A vectorial approach looking at different aspects needs to be applied, where nal conclusions and recommendations come from a combination and cross-analysis of the key aspects A vectorial approach enables ef cient and parallel implementation of the evaluation work Each of the vectors in the evaluation space, called an evaluation dimension, addresses a speci c focus area in the evaluation of the system architecture.

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PURPOSE TYPE NESTED WITHIN START TAG END TAG CONTENT ATTRIBUTES Provides a container for all the text and elements that appear onscreen within the browser window Block

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).

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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.

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