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The original idea was to employ a network-based positioning method, using the ID of the cells in which the mobile phone is located The accuracy of this method is, however, only in the range of hundred metres to several kilometres which is not suf cient for applications such as navigation Furthermore, privacy issues may prevent the network operator from using location information freely Meanwhile, terminal-based positioning methods using Global Positions System (GPS) capability built into the mobile phone has become available GPS is more accurate in the range of 10 metres making it possible to use the mobile phone for route planning and navigation With terminal-based methods, the subscriber installs.

discontinuities in the position estimate in Figure 17.19 are the result of poorly selected positions for the xed nodes. The large instantaneous position errors lead to relatively large errors in the smoothed path estimate after Kalman ltering. Careful xed node selection will minimize these errors.

So, never mind the non-cyclic codes, how do we conceive the generator matrix of a cyclic code By starting with the generator polynomial (the last row of the matrix). For an (n, k) code we expect n7k bits of user data and a k-bit parity code. The generator polynomial has the form xn7k axn7k71 . . . 1 (a value is `1' or `0') and appears as the last row of the generator matrix in the form (for an example (7, 4) cyclic code): 2 3 xxxxxxx 4xxxxxxx5 0 01110 1 The rst n7k71 elements of the row must be zeros, and the last element must be a `1'. In other words, the generator polynomial is a polynomial of order k ( rst element xk). The generator polynomial in this case is x4+x3+x2+1. This determines the properties of the code, and de nes one of the valid codewords, in this case (0 0 1 1 1 0 1). The full generator matrix is: 2 3 1001110 40 1 0 0 1 1 15 0011101 The valid codewords are: c 0 0 0 0 0 0 0 c 0 0 1 1 1 0 1 c 0 1 0 0 1 1 1 c 0 1 1 1 0 1 0 c 1 0 0 1 1 1 0 c 1 0 1 0 0 1 1 c 1 1 0 1 0 0 1 c 1 1 1 0 1 0 0

here s nothing worse than studying a language for years only to find that nobody can understand a word you say. You write with ease but when you open your mouth, you re met with blank stares. This is the experience of many a student whose teachers underestimated pronunciation skills. So in this chapter, I tell you how to teach good pronunciation.

SAFETY NOTE Researchers should never test containers of unknown age or origin for peroxides. Older containers are far more likely to have concentrated peroxides or peroxide crystallization in the cap threads. Therefore they can present a serious hazard when opened for testing.

Efficient project managers often find it useful to circulate notes of what is going on and indicate the progress achieved each week. Even if you are working on your own, write yourself a short progress log regularly. You will then be able to look back and draw (sometimes surprising) lessons from your progress. If it s good enough for James T. Kirk . . .

In the textbook and in the classroom, the schematic of circuitry is always drawn like Figure 14.1, in which many ambiguous grounding problems can hide in dark corners. Figure 14.1 contains many full and half ground points but does not address the following questions:

g k q(t kT0 ),

3. Terminate. The test-then-suggest routine given in step 2 will terminate when a feasible set of service quanta is found or (7.38) is violated. When the condition speci ed by (7.38) is not met, no feasible set of service quanta exists and an empty set of service quanta will be generated. The admission control algorithm described above for multicode-DRR will stop after a nite number of iterations. While multicode-DRR requires knowledge of the available capacity to perform its admission control, there are other existing admission control schemes that adopt an admit-then-test strategy without knowing the capacity available. In general, these schemes will admit a new ow into the network and give it a lower service priority than that of all existing ows already admitted into the network. Then the admission control scheme will assess the impact of the newly admitted ow on the existing ows. If the impact is acceptable, assuming that the