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other. This means that the local identity at the SP will be tied to the identity to the IdP. In practice, the user will not have to authenticate himself for each service. In federated accounts, SPs and IdPs can authenticate the user for each other. In the mobile domain, one very likely candidate for the IdP role is the mobile operator of the user, since it already has an existing business relationship with the user and the technology to establish the identity of the user. Since the operator knows the identity of the user anyway, the user experience can be seamless, the user does not need to enter any information manually, only click on the Login link. From a privacy point of view, the bene t of the Liberty model is that user data is decentralized. The speci cations favour identity exchange based on user consent and support pseudonymous linking. During federation, the privacy of the end-user is respected as much as possible. The only information exchanged between the IdP and the SP is a random key to the user, they will not share any other personal information unless authorized by the end-user. The Liberty speci cations enable the IdP to interact with endusers to obtain permission to share data or collect attribute values during service usage, and allow for indication of a SP s privacy policy.

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Learning Objectives To identify and characterize homopolymers, copolymers and polymer blends by using infrared spectroscopy. To use infrared spectroscopy to carry out quantitative analysis of additives or contaminants in polymers. To understand how infrared spectroscopy may be used to monitor polymerization reactions. To use infrared spectroscopy to characterize the structural properties of polymers, including tacticity, branching, crystallinity, hydrogen bonding and orientation. To use infrared spectroscopy to investigate the surface properties of polymers. To understand how polymer degradation may be monitored by using infrared spectroscopic techniques.

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A butternut squash is a yellowish tan and is shaped like a bowling pin, with a bulbous end and a narrow neck. It is easier to peel than most squashes. The flavour is fruity and sweet. Preparation Time: 20 minutes Cooking Time: 17 to 19 minutes Yield: 10 servings 1 medium-sized butternut squash, peeled, seeded and cut into 1-inch (2.5 cm) cubes 1 tbsp (15 ml) brown sugar 3 tbsp (15 ml) soft margarine 11 2 tsp (7 ml) flour

This theorem was proved by Ehrhard (1983) for convex A and B and by Latala (1996) when at least one of the two sets is convex. The proof in its general form is due to Borell (2003) and is the following. Proof. It suf ces to prove (2.4) for compact A and B. Let 0 < < 1 and 0 < < . We put := 1 + so that < < 1, and A := A + B n (0; ), where B n (0; ) is the closed ball in Rn centered at the origin and having radius . Let f1 : Rn R be a C -function such that f1 |A and f1 |AC . We have f1 (x) for all x Rn . In a similar way, de ne f2 by changing, in the de nition of f1 , the set A by the set B, and f3 , by changing in the de nition of f1 the set A by the set A + (1 )B and the minimum value by = max

6.16 POLICY RECOMMENDATIONS Table 6.9 (continued)

Source: Mark Mitchell and Todd Pulvino, The Journal of Finance (December 2001), p. 2143. Reprinted with permission from Blackwell Publishing.

Suf cient Conditions for Hypothesis (iv) in Theorem 6.2. tions are given by the following proposition:

We mentioned before that it is frequently said that RMI enables you to interact with an object on another machine as if it were running in the same process This is true from a code standpoint Once you have a handle to an object, you can call methods on it using the same syntax for a local object that you would use for a remote object This is not true from a performance standpoint When you ran the example that used two different machines, you probably noticed that it took an awful long time just to say hello Because you also ran this code on a single machine, you know that the delay was not the result of the processing being done at each end Even the time it took to send a simple String in one direction and then return the processed String was significant.

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