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Tunnelling emerges from the bizarre statistical view that quantum mechanics takes. Generally speaking, quantum mechanics expects, just as we would in the normal world, that when a car drives into a wall it bounces back. Every now and then, though, quantum theory says the car should pass straight through. The probability is incredibly low far less than winning a lottery week after week after week but it exists. In a beam of light there are many, many photons, and the chance that a single photon will cross an apparently impenetrable barrier is much higher than that of a whole car jumping through a wall. This tunnelling has been widely observed. In fact, if it weren t for tunnelling, we wouldn t be alive. The light of the sun that heats the Earth and triggers the release of oxygen through photosynthesis is produced by a deceptively simple process. In the intense furnace of the core of a star (like the sun), charged particles of the most basic element, hydrogen, combine to make helium, the next element up the chain. In this process energy is released. The reaction can only happen if hydrogen particles come into close contact, but each particle is positively charged. These charges repel each other, like magnets when the same poles are brought together. Even at the heart of the sun, the particles can t combine. Just as well, or there would be an immense explosion, burning out the sun in a second as all the hydrogen was converted. The repelling force forms a barrier that has to be overcome to form helium, just as we have to ght against gravity to jump over a physical barrier like a fence. It is the strange

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Theorem 13.2. We assume that the distribution satis es the following conditions: (1) For any pair , of real numbers, < , one has ([ , ]) (2) E[|a1,1 |r ] = 1, for some r > 0. , 2 2 . (13.3)

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To evaluate the effectiveness of MDOP GPS C/A code observation data was collected in a vehicle driven on roads in the suburbs of Newcastle upon Tyne, UK, see Figure 6.4. Over the same period, dual frequency phase data was collected in the vehicle and also by a static receiver recording base station data on the roof of the Department of Geomatics, University of Newcastle. This dual frequency data was used to compute a high precision (cm accuracy) GPS solution, which was assumed to be the true position of the vehicle at each epoch (second). The details of all hardware, software, data sets and processing techniques are given in Taylor and Blewitt [2000]. All available satellites visible to both receivers were used in the position solution computation (no elevation mask), this number varied throughout the route from none to eight. Three point position solutions were computed: 1 RAW solution 2 Map-matched GPS solution 3 RTK solution using C/A code data. using C/A code data, the RRF, MDOP and digital map data. using dual frequency phase data from both the vehicle and the base station to compute a high precision (cm accuracy) GPS solution. The true position of the vehicle at each epoch was assumed to be that given by this solution.

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The block diagram for the algorithm is shown in Figure 17.6. When the approximations discussed above are not valid, more sophisticated image reconstruction algorithms are used, as discussed in the next section.

The extent of geographical mobility varies both within and between countries. For example, 13.7 % of the US population moved in 2004 (US Census Bureau, 2005). The majority of these moves were within the same county (57.8 %), and an additional 20.1 % were within the same state. However, 18.8 % of movers moved to a different state, and 3.3 % moved to a different country. The reasons for moving in 2004 were dominated by housing-related reasons (57.8 % of movers), followed by family-related reasons (24.3 %) and employment-related reasons (17.0 %). The level of geographic mobility is somewhat lower in most Western European countries. In 1996 1997, Finland and Denmark had annual mobility rates ranging from 11 to 13 %, France, The Netherlands and Belgium had more moderate rates (7 9 %) and Ireland, Italy, Greece, Spain, Portugal and Austria all had rates of 4.5 % or less (Gregg et al., 2004). In England, 10.7 % of the population moved per year on average between 1996 and 1998 (Donovan et al., 2002). About 63 % of the moves were short-distance moves (i.e. within a local authority district), 21 % were medium distance

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