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You knew the time was coming: here s where things get algebraic. Our goal To identify the Keynesian model s economic equilibrium by using our mathematical superpowers. (Quick to the nearest surviving public telephone box!) First, we need to define a consumption function a way to calculate total consumption that we can substitute into equation (1). In 4, we present the following formula for calculating consumption: C = Co + c(1 t)Y (3)

Hierarchical Power-Aware Routing (HPAR): the HPAR [47] protocol divides the network into smaller groups of sensors that are clustered in a geographic zone Each zone is left to manage packet routing in such a way that the energy consumption in the cluster is minimized Routes are chosen so that the formed path has the maximum over all minimum remaining powers (the max-min path) In [47], this algorithm was approximated by a max-min zPmin approach As a matter of fact, the algorithm rst calculates the shortest path with the Dijkstra method using power consumption as a link metric and then nds a path that maximizes the minimum residual energy in the network This is obtained by relaxing the constraint on the Pmin power consumption of the shortest path through the multiplication of Pmin by a factor z 1.

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for 0 p 1, > 0, 1 > 0, and 2 > 0. The likelihood is separable in all of the parameters because we have complete data. We can compute the posteriors using (5.2) in three pieces, corresponding to each term of the likelihood and the terms involving p. The posterior on p given the data (n0 , n1 ) is (p|n0 , n1 ) pn0 (1 p)n1 p(1 p), (5.27)

Thus, the algorithm consumes at most zPmin while maximizing the residual power in the network Zone-to-zone routing is then implemented to nd a path from zone to zone Each node inside a zone participates in the routing process by estimating the zone power level Two-Tier Data Dissemination (TTDD): TTDD [21] realizes effective data delivery to multiple mobile base stations Sensors are assumed to be stationary and locationaware Each data source builds a grid structure that is used to disseminate data Its formation is as follows A future data source sends an announcement to its four nearest grid crossing points When the message reaches the node closest to a crossing point, the node stops it and further propagates another message to all its nearest grid crossing points except the one the announcement had come from Stopping nodes will then act as dissemination points.

The frame formats for the BPON are quite simple. As Figure 2.4a and 2.4b show, the 125-ms frame formats are different for 155- and 622-Mb/s downstream transmission. The upstream 155-Mb/s frame format is independent of which downstream bit rate is in use. From comparing Figure 2.4a and 2.4b, it is seen that the only difference in format between 155- and 622-Mb/s downstream service is the number of downstream PLOAM/data cell pairs occupying one 125-ms frame. Each downstream frame consists simply of a sequence of 53-byte control cells called physical level operations and maintenance (PLOAM) elds, followed by 27 cells of user data, followed by another PLOAM, and so forth. Each 53-byte cell downstream is also called a time slot in the standards documentation, but the term is confusing since upstream a time slot is 56 bytes, as we shall see. To add to the confusion, the name PLOAM is a little confusing too because the PLOAM

In Case 3 3, Carrie may wish to discuss the parent conference with Amy s teacher in a private setting, but she must take care not to disclose specific information conveyed during her conference with Mrs. Farwell. For example, Amy s teacher, in working with Mrs. Farwell, may need to know about her difficulty in accepting Amy s disabilities. She does not need to know about Mrs. Farwell s specific disclosures (e.g., the details of her search for a miracle cure). As Davis and Sandoval (1982) note, sometimes social pressures to gossip exist, particularly in the teacher s lounge or lunchroom, in order to be accepted as part of the school staff. Resisting the temptation to join in when teachers and other staff share their frustrations about pupils, parents, and school life may be particularly difficult for Carrie because of her professional isolation in a rural area. However, in order to safeguard confidential disclosures and maintain teacher trust in her as a professional, Carrie must avoid discussing her knowledge of pupils, parents, or school staff in casual conversations with others. Confidentiality and Consultation Maintaining confidentiality can be particularly problematic for practitioners when the teacher is the primary recipient of services. In consultation with the

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