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Site of lesion: midbrain/pons (Fig. 8.6). Common. Common cause: multiple sclerosis. A lesion between the 3rd nerve nucleus in the midbrain and the 6th nerve nucleus in the pons an internuclear lesion on the course of the medial longitudinal fasciculus (on the right side in the diagram): does not interfere with activation of the left 6th nerve nucleus in the pons from the left pontine gaze centre, so that abduction of the left eye is normal (except for some nystagmus which is dif cult to explain); does interfere with activation of the right 3rd nerve nucleus in the midbrain from the left pontine gaze centre, so that adduction of the right eye may be slow, incomplete or paralysed; does not interfere with activation of either 3rd nerve nucleus by the midbrain convergence coordinating centres, so that convergence of the eyes is normal.

session consists of one or more workshops in which a number of steps are taken that eventually lead to a priority list of business objectives, a priority list of relevant IT trends (the IT enablers), and a selection of business objectives that need to be further specified into business cases. To identify the IT enablers, the IT trend/business objective model shown in Exhibit 5.1 serves as an aid. The model can be used to determine the relevance of specific IT trends for specific business objectives in a relatively short span of time and established IT practices can also be included in this model to determine their relevancy. The model works as follows. For each business objective, a quadrant model is completed. The example in Exhibit 5.1 concerns the business objective of increasing customer service by longer opening hours and shorter response times. The model shows two dimensions: the effort that is required to adapt an IT trend to an organization and the expected results of the IT trend for that organization.

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e e It is clear from equation (3.57) that mlk ^ decreases with an increase in dlk ^ , and vice versa. The value of mlk ^ is maximum ( 1.0) when dlk ^ is zero (i.e., if a e e e pattern ^ and the lk th case are identical). The value of mlk ^ is minimum ( 0) e e e when dlk ^ ! l. When dlk ^ l=2 0:5, an ambiguous situation arises. A pattern ^ is selected randomly from any class Ck , and it is considered to be the e rst case if the case base (CBk) corresponding to that class (Ck ) is empty. Otherwise, the mlk ^ values are computed that correspond to the cases elk in the case e e e base, CBk. The pattern ^ is selected as a new case, if mlk ^ 0:5; 8 lk . When a case is selected, it is inserted into the case base. After repeating this process over all of the training patterns, a set of cases for each class is obtained, and these constitute the case base. The case base, CB, for the entire training set S is the union of all of the CBk (i.e., CB M CBk ). After the formation of this k 1 e case base, CB, a case elk for which mlk ^ 0:5 is minimum is deleted from CB e e if there are a number of patterns with mlk ^ > 0:5 [or with dlk ^ < l=2]. The processes of insertion and deletion are repeated until the case base becomes stable; that is, the set of cases does not show any further changes. The deletion process reduces the possibility that a spurious pattern will be considered to be a representative case.

free Internet access nearby with the beverage of your choice. Lease an office. It could boost your moneymaking capacity enough that it pays for itself. Look into coworking. Bigger cities like San Francisco and L.A. offer cooperative workspaces. Search Google with coworking <your city name> to see if there s one near you. Return to the cubicle. If you re an employee who transitioned to telecommuting, you might be able to have your cubicle back. It doesn t have to be all or nothing you may be able to work out of your cubicle a day or two a week for a change of pace.

In many applications it is important to maximize D/T, directivity/system noise temperature. This is equivalent to maximizing signal-to-noise ratio S/N. To do this the element pattern in the integral for Bnm is multiplied by the antenna noise temperature T ( , ). Then the excitation vector that maximizes S/N or D/T is that of Equation 2.31. Another ratio that can be directly minimized is beam ef ciency: the fraction of power contained within the main beam, null-to-null. This is: b = J A J* J B J* (2.33)

Readings in Criminal Justice, 33 46.

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