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This cluster is similar to cluster 1 in some respects, such as the low numbers of purchase visits, the low spending in the past month, the high product uniformity, the high time between visits, and the low response rate to past promotions. The mean purchase visits and the mean total net sales are each about one standard deviation above the overall average, meaning that this cluster represents frequent shoppers who tend to spend a lot.

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Use the while statement. A while loop evaluates an expression and executes the code in the body of the loop if the expression is true. After each statement in the body is executed, the expression is evaluated again. In the following example, the loop executes four times:

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The BlueSMiRF has many other AT commands besides the two shown here. It is a fairly capable device, suitable for many tasks. To see some of the other commands, download the BlueSMiRF datasheet at www.sparkfun.com/datasheets/RF/BlueSMiRF_v1.pdf or send an e-mail to SparkFun asking for the complete command set.

The rst GPS satellites of the Block IIR-M were launched in September 2005 and are implementing L1 C/A, L1 P, L2 P, as for all the satellites, but also the L2 C, L1 M, and L2 M signals From the original three signals, satellites are now transmitting six signals (three in each frequency band), two of which are available for civilian users Meanwhile, GLONASS-M satellites, launched from 2003, add an L2 C signal to the previously existing L1 C/A, L1 P, and L2 P The GLONASS-K, whose rst launches are planned in 2008, will add a third civil frequency L3 Nevertheless, dual-frequency receivers already exist For instance, surveyors, who have nothing to do with military applications, have been using such receivers for years this was possible through the use of L1 and L2 carrier phase measurements (and not code phase measurements).

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Incidentally, the two algorithms also correspond to the two solution approaches taken in Example 1. The SFF algorithm computes strict solutions (ensemble assignments exactly satisfying the requirements), aiming at local optimality by avoiding oversupply. In contrast, the GFF algorithm strives for global optimality, producing overlap-free solutions in which the constructed ensembles are mutually disjoint (i.e., each service will only be supplied in a single ensemble for all areas where it is requested). As already indicated, we would expect SFF to work best with sparse, and GFF with dense graphs. In fact, the performance bounds for the first-fit bin packing algorithm directly carry over to SFF and GFF solutions. That is, a (properly colored) SFF (resp. GFF) assignment on an independent (resp. complete) area graph using a service order by decreasing bandwidths will at most be about 22% off the optimum (asymptotically). As pointed out by Schmeisser [22], SFF (when ordering services by decreasing bandwidths) produces ensemble assignments which can be colored using at most (11/9) (G) colors (asymptotically), whereas GFF can perform arbitrarily bad even if the area graphs are acyclic (and hence bipartite). However, in experiments with geometrically defined area graphs [10] we found that GFF usually performs much better than SFF when the area graphs are dense, or when the services have a high average circulation (defined as the percentage of areas requiring a given service).

So, dual-frequency civilian receivers are not based on code measurements The rst Galileo experimental satellite, GIOVE-A, is already transmitting three frequencies, although not simultaneously, and the future de nitive satellites will transmit ten signals in three frequency bands: E5, E6, and L1 As already mentioned several times, the main advantage of multifrequency signals arises from the possibility to remove the ionosphere-related propagation time error, because the induced delay is inversely proportional to the square of frequency It is then possible to obtain a so-called ionosphere-free set of equations The idea is to carry out propagation time measurements from the satellite to the receiver for two (or more) frequencies The fundamental point here is that the signals are perfectly synchronized at the satellite s end Thus, at the receiver s end, the difference in arrival time can be measured The rst assumption made is that both signals follow the same path.

Figure 5-11