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For the number distribution, the dummy subscript x equals n, and the mean, d, and standard deviation, SD , are number-averaged quantities. For the volume distribution, x equals v, so d and SD are volume-averaged quantities. Figures 12-10 and 12-12 are examples of cumulative frequency plots for distributions that are normally distributed in volume. Values of d10 , d50 , and d90 (de ned above) are readily determined for 100Fv equal to 10, 50, and 90, respectively. The slopes of the curves are a measure of the breadth of the distribution. A steeper slope means a narrower size distribution. A commonly used measure of the breadth of a size distribution is the coef cient of variation, CoV. This can be determined easily from normal or lognormal plots of cumulative frequency data. 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Traditionally, global system for mobile communications (GSM) networks have been deployed with loose BCCH reuses owing to the permanent full-power transmission of BCCH transceivers (TRXs) in downlink (DL). In narrowband scenarios, this could lead to limiting the number of available frequencies for the hopping layer deployment, effectively limiting its performance and the number of additional deployed TRXs per cell. Therefore, in narrowband cases, the tightening of the BCCH reuses is critical to maximize the overall system performance and capacity. In this chapter, the factors that differentiate narrowband networks from wideband scenarios are identi ed. Also, deployment guidelines and solutions are presented in order to achieve the maximum spectral ef ciency with the scarce spectrum resources available. Radio Frequency (RF) hopping design is assumed, resulting in two effective layers with separated frequency band, the BCCH and the hopping layer. 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