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7 .3

CLINICAL PRACTICE, COUNSELING, AND FEMINIST THERAPY During the 1960s, the mental health professions came under strong criticism from various social movements, including the women s movement. At that time, psychoanalytic theories held sway among most psychotherapists, including most clinical psychologists. Feminists assailed these theories on a number of grounds. They charged that they restricted women to domestic roles; they established heterosexuality, marriage, and motherhood as criteria for normality and maturity; they reduced women s ambitions and achievements to pathological expressions of penis envy; and they blamed a wide array of psychological problems and social ills on mothers. Mental health professionals claimed the authority of science to back their assertions about normality and abnormality, but feminists pointed out that these assertions often were based on cultural ideology. One of the most powerful early critics was Naomi Weisstein, who took clinical and personality theories to task. Psychology, she said, has nothing to say about what women really are like, what they need, and what they want, essentially because psychology does not know (1971, pp. 207, 209). Another in uential critique was that of Inge Broverman and her colleagues (Broverman, Broverman, Clarkson, Rosenkrantz & Vogel, 1970). Using an adjective checklist, they showed that the traits that therapists ascribed to the ideal man resembled those they ascribed to a mentally healthy person, while traits ascribed to the ideal woman resembled those ascribed to a typical mental patient. In

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10. Place your cursor between the parentheses after the word random and type _root[mc].. You enter mc between the square brackets to reference the parameter you declared in the function, mc for movie clip. 11. Open the Properties book and then double-click _totalframes. Click the Expression checkbox. Your second line of code should now read:

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For the following two PMFs for x, compute I (X; Z): (i) 1 if x {1, 3} p(x) = 2 0 if x {0, 2}. (ii) p(x) = 0 if x {1, 3} 1 2 if x {0, 2}.

The theory of vector spaces can be applied to the eld of the communication signals and is a very useful tool for understanding the Shannon channel coding theorem [2, 5, 6]. For a given signal x(t) that is transmitted through a continuous channel with a bandwidth B, there is an equivalent representation that is based on the sampling theorem: x(t) =

Figure 8.14 The IEEE 802.15.4 superframe. Time values shown are for the 2.4-GHz physical layer. Abbreviations: CAP contention access period. CFP contention-free period. GTS guaranteed time slot.

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and updating a set of active sensors that are connected is needed in order to extend the network lifetime After learning about neighboring sensors, sensors decide whether to remain active or to go to sleep if their sensing areas are already covered This problem is known as the connected area coverage problem, which aims to dynamically activate and deactivate sensors while maintaining the full coverage of the monitoring area Ef cient solutions to the connected area coverage problem are discussed in 11 in this book When this coverage step is performed rst, the large sensor network becomes reasonably sparse, but remains connected In the case of training [1], the optimal solution might be to keep a few active sensors in each sector, which can be decided by a simple leader election process.

For example, each sensor may choose a time-out based on its remaining energy, and send a packet containing its sector information and remaining lifetime, so that other sensors in the same sector can hear that message, cancel their own transmission, and decide how long they could sleep Topology in sensor networks may change more frequently, because of failures, changes in sleep/active periods, and perhaps mobility Designing ef cient protocols for many operations requires a backbone, which is a subset of sensors, so that each sensor is either in a backbone or near it Backbone examples include clustering and connected dominating sets Active sensors can organize themselves into clusters In a clustering process, some sensors may be selected as clusterheads (CHs), and every other sensor is assigned to one of the clusters.

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