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During GSM#7 a new Working Party WP1 Services met and elaborated a document on Services and facilities of the GSM System which was endorsed by GSM 16 based on the input documents mentioned in 10.1.4.1 and 10.1.4.2. The output document contains a reference model for services, de nitions of tele-, bearer and supplementary services, network connections and types of mobile stations. The reference model introduces Terminal Adaptor (TA) functions at the mobile station and an Interworking Unit (IWU) between the mobile and the xed network. The diagram is shown in Figure 10.1.1. The annexes of the document contain lists of teleservices including the Short Message Service (SMS). SMS had three services: mobile originated, mobile terminated and point to multipoint. It foresaw a maximum message length of, e.g. 128 octets, and an interworking with a message handling systems. Several other non-voice teleservices were proposed. A comprehensive range of circuit switched bearer services with speeds up to 9600 bit/s was proposed. The signi cance of this document was, that it was the rst consensus in the Groupe Special Mobile on the service concept. The document provided the rst permanent de nition of services which could be enhanced by WP1 Services . It could be used by other groups, e.g. WP2 Radio Aspects , WP3 Network Aspects or later WP4 data .



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from the case data to partition the cases into subsets However, in real-life situations, it is sometimes impossible to de ne a classifying concept in a precise (crisp) manner For example, given a new case, it may not be possible to know to which class it belongs The best knowledge derived from past cases may only give us enough information to say that this new case belongs to a boundary between certain cases, which may consist of various possible solutions The formulation of these lower- and upper-set approximations can be generalized to some arbitrary level of precision which forms the basis of rough concept approximations Some basic de nitions and examples of rough set theory are described in Appendix D Let us now look at an example (see Table 22) that illustrates the concept of rough sets.





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If you want to add page numbers to the notes pages, use the Document Header & Footer command and add a header or footer with page numbers. To learn more about adding headers and footers in Acrobat, see 16.

Following this step, one decreases the production of Venus I and increases the production of Venus II An examination of the marginal cost curve indicates that iterating through Steps 2 and 3 of the process continually brings about the result that Venus I s production is decreased while Venus II s production is increased This occurs until Venus I s minimum output operating constraint is attained and it is not possible to reduce Venus I s production any further The solution is as follows: Venus I produces 450 MWH, while Venus II produces 550 MWH Case 2 Load = 3200 MWH; 2000 MWH are required from the coal units Step 1 Select an initial production level for Venus I and Venus II that satis es the total production constraint Initially, set the production of both units at 1000 MWH to satisfy the 2000-MWH need Step 2.

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Let us consider a patient information system consisting of six patients, where each one is described by three health conditions: C1 , C2 , and C3 , and an illness by y1 or y2 Now the question is how to describe an illness uniquely (ie, y1 or y2 ) in terms of the health conditions After analyzing the data, it is clear that this question cannot be answered uniquely For example, patients 3 and 6 have the same conditions, but patient 3 suffers from y1 , whereas patient 6 suffers from y2 Hence, it is impossible to give a unique description of illness y1 or y2 The best we could decide is that patients 1, 2, and 5 surely suffer from illness y1 , whereas patients 1, 2, 3, 5, and 6 possibly suffer from illness y1 .

Calculate the marginal costs of the selection MC1(900) = $3640/MWH MC2(900) = $3680/MWH Step 3 If possible, increase the production of the unit with cheaper marginal cost by 1 MWH and decrease the production of the unit with more expensive costs by the same amount and return to Step 2 Otherwise, a candidate solution has been identi ed In this case we increase the production of Venus I and decrease the production of Venus II Continuing the process leads to the result that Venus I operates at its maximum output, 1200 MW, and Venus II operates at 800 MW Case 3 Load = 3200 MWH with different cost curves; 2000 are MWH required from the coal units In this problem we consider the following cost and marginal cost functions C1(X) = 000001667X3 0045X2 + 40X + 10,000 C2(X) = 000000444X3 0012X2 + 37X + 8000 MC1(X) = 000005X2 .

fCc)

009X + 40 MC2(X) = 00000133X2 0024X + 37 450 X 1200 400 X 1100.

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