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In the mid-1990s, the first wireless LAN devices appeared on the market, but did not get a lot of consumer attention. This changed rapidly at the beginning of this decade, when the hardware became affordable, and wireless LAN quickly became the standard technology to interconnect computers wirelessly with each other and the Internet. 4 takes a closer look at this system, which was standardized by the IEEE (Institute of Electrical and Electronics Engineers) in the 802.11 specification [1]. The first part of this chapter describes the fundamentals of the technology. Apart from wireless Internet access at home and in public hotspots, topics like roaming and wireless bridging are also discussed. Once the system became popular, a number of inherent security flaws were discovered. The chapter therefore also focuses on these issues and shows how wireless LAN can be used securely. Wireless LAN and UMTS are often compared because they have many things in common. However, there are many differences as well. Therefore, the two systems are compared at the end of the chapter to show which applications are best suited for each.

8.3 GRAZING LOBES AND PATTERN NULLS We observed that a grazing lobe could cause a deep null or a small dip in the active element pattern, which is primarily due to strong mutual coupling between the elements of the array. The depth of a null or the gain loss depends on the aperture

8 Note that nested exceptions are supported on the Microsoft Windows emulator, as exceptions are implemented using Win32 structured exception handling. Therefore code that appears correct on the emulator may not function as intended when executed on target hardware.

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Perhaps the customers of the network fall into a small number of classes, for which the utilities are known If this is so, then the network operator can compute prices once he knows the number of users in each class 94 Congestion prices computed on sample paths To compute the congestion price de ned in (95), we need to take derivatives of the utility functions of the users There are two practical problems First, to take derivatives, one must know the explicit form of the utilities Secondly, the performance of a network is measured in some average sense, such as average delay, average throughput, or percentage of blocked calls Hence, to compute a price in an actual situation, one must estimate such quantities, estimate their derivatives, and then charge each user a price that is de ned on a per unit of usage xi .

Third-order products, such as c and d in Fig. 4.6, follow the signal through frequency translations since they are always separated from the signals by a xed offset. Thus, IM3s of this type, generated before a frequency translation (heterodyning in a mixer), add to the same type generated after a translation. The pretranslation set is translated to the frequencies at which the posttranslation IMs occur. Other products shown in Fig. 4.6 and the second-order products in Fig. 4.2 do not possess this property. Their separations from the signal depend on the signal frequency. Therefore, pretranslation IMs will occur at different frequencies after the translation than will the IMs created there. The IM3s (c and d in Fig. 4.6) that follow the signals (a and b in Fig. 4.6) are most important because of their ability to sneak through lters along with signals and because they reinforce across translations. The next most important IMs are usually second-order since they are closer to the signals than the other thirdorder IMs. They are most important in video bands, that is, bands that include zero frequency or have a very large ratio of upper- to lower-edge frequencies. Such bands can contain fundamentals (a and b in Figs. 4.2 and 4.6) and their harmonics and signals near the harmonics (d f in Fig. 4.2 and e h in Fig. 4.6) as well as difference-frequency signals (c in Fig. 4.2). Filtering may determine whether certain IMs are generated throughout the system or only in certain parts. Two signals that are very closely spaced and that

13.5 Summary

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For M , 0 , the equivalence classes, S / O , are reduced to singletons, and the projected LTS system is identical (isomorphic with appropriate renaming of the inobservable actions i1 and I2 by ) to the initial LTS. 0" Coffee 3" i1 C0" Tea Tea Coffee Coffee Coin Coin Tea Coin 2" Coffee Coin C3" Coin C2" 3" 2" i2 C1" 1" 1"

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