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Problems 1 to 9 should help the student get a feel for integrating complex exponential functions and for their transformation into cosine and sine, as needed in this context. Here, it is taken for granted that complex exponential functions can be handled in the same fashion as real ones, which will be justified in Part D on complex analysis. The problems show that the technicalities are rather formidable for someone who faces these exponential functions for the first time. This is so for relatively simple (x), and since a CAS will give all the results without difficulty, it would make little sense to deal with more complicated (x), which would involve increased technical difficulties but no new ideas. 10. (x) xe x (x 0), g(x) e x (x 0). Then e x xe x g , and by (9), iw ( ) ( ) (g) ( ) hence (iw 12. We obtain i 2 e

Crisci, R Polini, Phys Stat Sol (a) 202 (2005) 2073 2078 [97] J C Arnault, F Vonau, J Faerber, J Arabski, G Schmerber, F Wyczisk, P Legagneux, Phys Stat Sol (a) 199 (2003) 27 32 [98] G F Zhang, V Buck, Surf Coat Techn 160 (2002) 14 19 [99] P W May, Phil Trans R Soc Lond A 358 (2000) 473 495 [100] M Werner, R Locher, Rep Prog Phys 61 (1998) 1665 1710..

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The scope for infringement is reduced considerably by providing a carefully constructed specification of the equipment in the patent application. Drawing up a specification is a skilled task particularly since there are stringent limitations on amending a patent. The rationale of the patent claim must spell out clearly the way in which the claim nieets the key conditions noted above. Thus, the claim for a new device would emphasise novelty whereas an improvement of an existing device would stress how inventiveness is achieved. The industrial application is particularly important since it should cover all likely applications of the equipment. For example. someone seeking a patent on a videoconferencing system customised for telemedicine (if such a patent were possible) should include non-telemedicine applications where the design and manufacture are essential for the ancillary uses. Otherwise a competitor could claim that the patent did not extend to a new application. A manufacturer wishing to exploit some competitor s creative ideas should also remember that the combination of features defining a product is as important as the individual characteristics. Thus, the new manufacturer will infringe the patent if he or she simply adds new features to the full set of existing ones even if the revision produces a better product. To avoid infringement, the new product must leave out or replace one or more features of the patented product. Stanberry [328] quotes several cases. including the famous Epiludy case, which illustrate this point well.

Styles can also be applied directly to many HTML tags using the style attribute. For example, to apply the red and strikethrough attributes to an entire paragraph, you could use the following code:

1 2x 1

tcpwrapper (ftp.porcupine.org/pub/security/) tripwire (www.tripwiresecurity.com/) cops (www.cert.org) nmap (www.insecure.org/nmap)

plateau called the Altiplano-Puna (Fig. 10.1b). This orogenic plateau is 3.8 4.5 km high, 1800 km long, and 350 400 km wide (Isacks, 1988). Only the Tibetan Plateau (Section 10.4.2) is higher and wider. The Altiplano-Puna contains broad, internally drained areas of low relief and records little surface erosion. Its history of uplift began during the Miocene when plate convergence rates were at their peak (Allmendinger et al., 1997). An initial stage of uplift coincided with a major ignimbrite are-up and a period of intense crustal shortening that initially occurred in the Eastern and Western cordilleras (Allmendinger & Gubbels, 1996) and later migrated eastward into the sub-Andean zone and the Chaco foreland basin (Section 10.3.2). This shortening resulted in very thick, hot continental crust beneath the

the pair (1,O) E MI1], which implies that (1,O) E M. We have thus found a solution to the interpolation problem! It remains, however, to establish that it satisfies the degree requirements. This is done by keeping track of how the homomorphism is built.

A(x) = (1 - X U - " ) ( ~ - ~ ~ l l - " ) .

Dreamweaver displays the clipped layer after you enter the final value. The following figure shows the original layer and the temporary layer on the left, and the final clipped version of the original layer on the right.