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Great Feuds in &ience New York:john Wiley & Sons, 1998 Henderson, Harry Modern Mathemotitiam New York: Facts on File, 1996 Hogben, Lancelot Mathematics in the Makmg New York: Crescent Books, 1960 - - Mathematusfor the Mdlion 2nd ed New York: W W Norton, 1940 (Orig pub 1937) Hollingdale, Stuart Makers cffMathematics New York: VikIng Penguin, 1989 Hooper, A The River Mathematics New York: Henry Holt, 1945 jones, Bessie Zaban, ed The Goldm Age cff &ience: Thirty itJrlTaits cff the Gumts cff 19thCentury Saeru:e New York: Simon and Schuster, 1966 Katz, Victor] A History cffMathematics: An Introduction New York: HarperCollins, 1993 Kline, Morris MathemoJical Thoughtfiom Ancient to Modern Tzmes New York: Oxford University Press, 1972 - - Mathematics: The Loss cffCertainty New York: Oxford University Press, 1980 - - Mathematics and the &urchfr Knuwledge New York: Oxford University Press, 1985 - - Mathematus In mstem Culture.

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The implementation of the produce_entries() method is fairly basic. The filter_ aggregator_entries() method is called to score and filter all the entries supplied at initialization time. Then, the filtered entries are run through the normalizer before being returned for inclusion in the output feed. Note that the filter_aggregator_entries() method call is done only once at this point. This is so that the work of producing scores and filtering entries doesn t get redone for both the RSS and Atom feed format output calls. Now, Listing 15-21 is where the actual Bayesian filtering takes place.

Figure 23-4: Elements using the xed positioning model are positioned relative to the view port, much like absolute positioning.

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New York: Oxford University Press, 1953 Laubenbacher, R, and David Pangelley MathemoJual Expeditwns: Chronicles by the Explorers New York: Springer Verlag, 1999 Macfarlane, Alexander Lectures on 7bz British MathemoJu:w,m cffthe Nineteenth Century New York:John Wiley & Sons, 1916 Mazur, Barry Inwgming Numhers: RLrtzcularly the Square Root cffMinus Fjfieen New York: Farrar, Straus and Giroux, 2002 Midonick, H The Treasury cffMathematus New York: Philosophical Library, 1965 Muir, jane Qf Men and Numhers: The Story cffthe Great MathemoJzCUl1lJ New York: Dodd, Mead,1961 Nahin, Paul] When Least Is Best: How Mathemoiicums Discovered Many Clever Ways to Make Thmgs as SmaJJ (or as Large) as Rmihle Pnnceton, N],: Princeton University Press, 2004 Newman,james R, ed The World cffMathematus A SmaJJ Library cffthe Literature cffMathematusfiom A'h-mose the &rihe to Albert Eimtein 4 vols New York Simon and Schus ter, 1956 Pappas, Theoni MathemoJical Scandals San Carlos, Calif: Wide World Publishingffetra, 1997..

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is based on the results of the previous steps Propagation predictions are the starting point to create a frequency plan On the basis of these, the coverage is analysed to establish the level of interference between cells This is formulated in the form of the IM On the basis of the IM together with TRX requirement and separation constraints on a cell-by-cell basis, the actual frequency plan is created Commercially available network planning tools normally include all this functionality But it is also becoming more widespread that the tasks associated with creating the IM (shown in dashed box) are located within one tool, whereas the actual frequency assignment is carried out in a dedicated frequency assignment tool (denoted by a solid line).

49 9

The dif culty with this sequential process is that the quality of the last stage of the process is still dependent on the quality of the rst stage of the process This means that all de ciencies of propagation predictions are still re ected in the nal frequency plan Hence, even if an ideal frequency assignment process is being assumed, this process is only as good as the input into the process, ie the propagation predictions 13223 Support of Different Frequency Hopping Strategies Over the past few years, a high ratio of operators have started using frequency hopping Frequency hopping provides two advantages over the non-frequency hopping case These are frequency diversity and interference diversity (see 5).

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Frequency diversity provides higher link resilience as the effect of deep fades (temporal reduction in signal level) is normally only experienced on one of the frequencies and hence the others provide the required link stability Owing to the effect of interference diversity, it is possible that high levels of interference on one frequency can be offset by low levels of interference experienced on other frequencies As non-hopping networks lack these bene ts, operators do generally apply frequency hopping wherever possible There are two types of frequency hopping, baseband (BB) and synthesised/radio frequency (RF) In BB hopping, frequencies are planned as in the non-hopping case, but during the course of a call, the frequency is changed burst by burst, cycling through the frequencies available on the cell, ie a call hops from TRX (frequency) to TRX (frequency).

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