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Martha is a 24-year-old biracial (Caucasian and Iranian) woman who was referred for psychological testing by her psychiatrist She had several hospital admissions due to depression and suicide attempts Martha was diagnosed with both major depression and a borderline personality disorder She was resistant to testing and complied only because my shrink and father are making me do this The following represents the freeassociation portion of the first five cards of the Rorschach administration Card I Psychologist: What might this be Martha: (long pause) You mean besides just a blot of ink Psychologist: Yes Martha: Well, some kind of big black animal looking into the water An ugly animal Psychologist: Most people see more than one thing Martha: Well I don t That s it Card II Psychologist: What might this be Martha: This looks like a head and hands touching and feet here (points).

That s the only thing I see They all look like mirror reflections so far There s blood there (points) Card III Psychologist: What might this be Martha: Two people spinning I don t know what these red things are Could be they got shot Would you like me to move the cards around Psychologist: It s up to you Martha: That little figure looks like a person leaning back with their legs in front of them and that looks sort of like a fish Looks like a human fish Card IV Psychologist: What might this be Martha: This seems stupid I don t see how this will help me I don t know, it looks like some sort of charred monster I suppose you want to know how it looks like a monster Psychologist: Sure.

Martha: This is the head and claws, big feet here, and a tail coming through the bottom (points) Card V Psychologist: What might this be Martha: Looks like a moth or a bat or something That looks like an alligator or crocodile head, at least part of it does..

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Source: Data from Cresswell and Eklund s (2005b) study of 392 amateur rugby players age 18 to 42 years.

We evaluated Eqs. (11.8) and (11.9) via Monte Carlo simulation using 1000 realizations of each UWB channel model CM1 CM3. To keep the gures legible, we present representative results for CM1 and CM3 only. The performance of CM2 (not shown) is between that of CM1 and CM3 (cf. also Section 11.3.4). For comparison we also include results for independent and identically distributed (i.i.d.) Rayleigh fading on each tone and an outer lognormal shadowing term identical to that of the UWB models (labeled as Rayleigh + LN ). First, we consider the case of perfect CSI. Figure 11.5 shows the outage capacity Pr{C(H)oR} (left) and cutoff rate Pr{R0(H)oR} (right) as a function of the threshold rate R for 10 log10 Es =N 5 and 10 dB, respectively. 0 It can be seen that both capacity and cutoff rate for the UWB channel models are similar to the respective parameters of an i.i.d. Rayleigh fading channel with additional lognormal shadowing. In fact, the curves for CM3, which provides the highest diversity (see Section 11.3.4), are essentially identical to those for the idealized i.i.d. model. The high diversity provided by the UWB channel also results in relatively steep outage curves, which means that transmission reliability can be considerably improved by deliberately introducing coding redundancy. This effect is slightly more pronounced for the capacity measure relevant for more powerful coding. On the other hand, the effect of shadowing, which cannot be averaged out by coding, causes a attening toward low outage probabilities r0.1. In the high outage probability range we note that CM1 is slightly superior to CM3, which is due to the large dominant eigenvalues of CM1 identi ed in Section 11.3.4.

Regarding apparent complexity of Galileo signals, we decided to devote a separate paragraph to Galileo. Galileo is based on the same principles, although in a more complex form (note that future GPS signals will also be a little bit more complex than current ones). The signals of Galileo have been designed in accordance with associated services and the corresponding requirements in terms of availability, power levels, performances, and so on. Thus, the service signals cannot be seen as a sum of individual contributions, but rather as a combination of frequency items designed on purpose. Let us review these arrangements relating to services before entering the discussion. Figure 6.6 gives a graphical representation of the total band allocation devoted to Galileo signals and services.