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Stroke causes sudden loss of neurological function by disrupting the blood supply to the brain. It is the biggest cause of physical disability in developed countries, and a leading cause of death. It is also common in many developing countries. The great majority of strokes come on without warning. This means that for most patients the aims of management are to limit the damage to the brain, optimize recovery and prevent recurrence. Strategies to prevent strokes are clearly important. They concentrate on treating the vascular risk factors that predispose to stroke, such as hypertension, hyperlipidaemia, diabetes and smoking. The two principal pathological processes that give rise to stroke are occlusion of arteries, causing cerebral ischaemia or infarction, and rupture of arteries, causing intracranial haemorrhage (Fig. 2.1). Haemorrhage tends to be much more destructive and dangerous than ischaemic stroke, with higher mortality rates and a higher incidence of severe neurological disability in survivors. Ischaemic stroke is much more common, and has a much wider range of outcomes.

The Document Actions dialog box displays an icon adjacent to the action type and the code appears in the window below Execute this JavaScript. If you later want to delete the script, click the Edit button and highlight the text in the JavaScript Editor. Press Delete (Backspace) on the keyboard to eliminate the text.

1. Open Street_Sign.obj. 2. Double-click the thumbnail in the Layers palette to open the 3D Transformation toolbar. 3. Click Edit the 3D Camera. 4. Click the Pan button on the Transformation toolbar. Your selection tool changes to the Pan tool. 5. Click and drag the mouse across the street sign to pan the camera. 6. Click the check mark in the Transformation toolbar to accept your transformations.

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Which signi cance has the number m10 for X Y 10 Let T : {1, , n} P(I) be a transaction data set over a set of items I and let be a partition of the set {1, , n} of transaction identi ers, = {B1 , , Bp } Let ni = |Bi | for 1 i p A partitioning of T is a sequence T1 , , Tp of transaction data sets over I such that Ti : {1, , ni } P(I) is de ned by Ti ( ) = T (k ), where Bi = {k1 , , kni } for 1 i p Intuitively, this corresponds to splitting horizontally the table of T into p tables that contain n1 , , np consecutive rows, respectively Let K be an item set.

verything you type in Word resides in paragraphs. Even if you type nothing at all, in fact, every Word document even one that you believe is completely empty contains at least one paragraph. The key to knowing that a paragraph is present is the ubiquitous paragraph mark: . If you don t see them in Word right now, perhaps you have them turned off. Pressing Ctrl+Shift+8 toggles them and the other nonprinting characters on and off. Also called a pilcrow or an alinea, in Word the paragraph mark is the repository of paragraph formatting. Delete a paragraph s pilcrow, and you ve extinguished its soul. A little dramatic Perhaps, but Word is lled with drama. Just ask anybody who ever wrestled with numbering in Word 2000. In this chapter I ll go into detail about paragraph formatting, and along the way I ll try to demystify aspects that seem to leave people scratching their heads. You ll also learn about the interaction between selected Word options and the nuances of paragraph formatting.

, ~w IukThe result of this problem explains the concept behind single-carrier-frequency-domainequalization (for [more derail\ \ee, e.g.. Sari, Karam, and Jeanclaude (1995), Clark (1998), Al-Dhahir (2001), and Younis, Sayed, and Al-Dhahir (2003)). The data { s ( i ) } transmitted with cyclic prefixing, and a block of measurements y are I \ collected. The DFT of y is computed and its entries scaled according to the expression in part (b) above, h) u\iiip the diagonal elements {A,} of the frequency-transformed channel matrix H . The estimators 0 are thcn trwnhformed back to the time domain by undoing the DFT operation, i.e., S = The use of a cyclic prefix add< redundancy to the transmitted data and results in overhead costs. Therefore, there is a compromise 10 bc balanced between the design of a simple receiver structure and the loss in information capacity. Cyclic picfixing i \ also uqeful in the context of orthogonal frequency-division multiplexing (OFDM), where the receiver \trucIure can be derived in much the same manner as in this problem. We leave the details of OFDM to Computer Project VI1.I. where it will be shown how least-mean-squares (as well as least-squares) techniques are useful in the design of OFDM receivers.

FIGURE 28-9

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