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IPTV Security: Protecting High-Value Digital Contents David Ramirez 2008 Alcatel-Lucent. All Rights Reserved

Truth table for the XOR function Input B 0 1 0 1 Output XOR(A,B) 0 1 1 0

1 2 3 4

n @ log fp yi1 jxi1 ; b; 2 ; v11 @Lws b; 2 ; vjk X wi1 @q @q i 1 n X @fp yi2 ;yi3 ; . . . yiT jyi1 ; xi ; b; 2 ; vjk ; w i @q i 1

where (x,y,0) are the coordinates of a point on the input plane and x0 ; y0 ; z are the coordinates of a point on the observation plane. With the two restrictions discussed above, the following is true: x0 x 2 y0 y 2 max The upper limit will be used below. If jzj ) L1 L2 ; 5:2-5 L1 L2 2 5:2-4

for which the patient has developed subconscious engrams to avoid contacting. The rst molar may be positioned in such a way that, when the prominent second molar balancing interference is removed, the rst molar s balancing interference comes into contact. Once the second molar s balancing interference is adjusted, the patient may start to play with the new rst molar interference and the TMD symptoms worsen. If a partial equilibration is performed, I warn the patient to avoid playing with new contacts that will probably be noticed. A complete full-mouth occlusal equilibration is more predictable than a partial equilibration for improving TMD symptoms and is typically performed in the studies evaluating TMD symptom change.17,28,29 Some individuals in these studies experience worsening of their symptoms, and postoperative thermal sensitivity is common.17,30 Intuitively one can reason that stabilization appliances can generally provide a more ideal occlusion than can a full-mouth equilibration, because acrylic can be added to certain aspects of the splint to provide a more ideal occlusion; e.g., extra acrylic behind the

These condi-

q y x x 1 + s qz Tx y = q z 1 + s q x y + Ty z B q y q x 1 + s z A Tz where the seven parameters are: s is scale increment; qx, qy, and qz are small angles of rotation about the x, y, and z axes; and Tx, Ty, and Tz account for a translation between the origins of the two systems. Typical values for scale and angles (in radians) are 10 5 or smaller. Typical values for the translation are <1 km. Since WGS-84 is nominally now attached to ITRF, it is quite generally the case that the small angles of rotation between WGS-84 and regional systems change from year to year as plate tectonics gradually rotates the underlying plate to which the regional reference system is attached. This change is very small for many applications, typically 10 8 per year, which translates to decimetres over a decade. In practice, the seven parameters from WGS-84 to national systems have been estimated by governmental agencies such as the NGS (US) and the Ordnance Survey (UK), and such values are usually made available to the general public. Indeed, GPS rmware or processing software often store this information so that results can be converted into a regional system of the user s choice. The above transformation equation only strictly applies if each of the two reference frames are accurate. National systems are quite often historically based, and for legal reasons can retain signi cant physical errors for sake of continuity.