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Infrared mapping is emerging as a widely used approach for the study of diseased tissues [4, 6, 37, 41]. The identi cation of diseased regions of tissues is complex and the use of multivariate pattern recognition methods is appropriate. An example of where infrared microscopic mapping may be used to characterize disease is gallstones. Formation of these in the gallbladder is a common disease, particularly in Western countries. The mechanism for the formation of gallstones is still not thoroughly understood and a knowledge of the distribution of the constituents within a stone may provide information about the mechanism of formation. A mixed stone, comprised of concentric bands, has been polished and mapped and some results obtained from this study are illustrated

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Next you need to update the bean implementation class (you don't need top do anything with the home interface) to reflect the changes in the remote interface. Due to the way you constructed the example in the previous chapter, the change in the implementation is quite simple. Start by deleting all of the methods that correspond to the old business methods and replace them with the stubs of the two new methods.

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Let X = {X(t) : t [0, T ]} be a one-parameter stochastic process with real values and let us denote by MT := supt T X(t) its supremum In this chapter we continue to study the distribution of the random variable MT , that is, the function FMT (u) := P(MT u), u R, and we express this distribution by means of a series (the Rice series) whose terms contain the factorial moments of the number of up-crossings The underlying ideas have been known for a long time (Rice, 1944, 1945; Slepian, 1962; Miroshin, 1974) The results in this chapter are taken from Aza s and Wschebor (2002) We have included some numerical computa tions that have been performed with the help of A Croquette and C Delmas.

(organizational unit) may be part but not all of a virtual organization (Figure 51) This is just one aspect addressed within the creation of a Grid; we will address many more challenging issues throughout the chapter Although typical Grids contain high-performance resources such as supercomputers, we avoid the term high performance and replace it in favor of high end in order to stress the fact that performance is just one of many qualities required of a Grid Fault tolerance and robustness are other qualities that are viewed as important In parallel to the electrical power Grid, we term producers and contributors of resources a Grid plant Intermediaries that trade resource commodities are termed Grid brokers Users are able to access these resources through Grid appliances, devices, and tools that can be integrated into a Grid while providing the user with a service that enables access to Grid resources.

The main result in this chapter is to prove the convergence of the Rice series in a general framework instead of considering only some particular processes This provides a method that can be applied to a large class of stochastic processes A typical situation given by Theorem 56 states that if a stationary Gaussian process has a covariance with a Taylor expansion at zero that is absolutely convergent at t = 2T , then FMT (u) can be computed by means of the Rice series On the other hand, even though Theorems 51 and 57 do not refer speci cally to Gaussian processes, for the time being we are able in practice to apply them to the numerical computation of FMT (u) only in Gaussian cases Section 5.

Such appliances can be as simple as computers, handheld devices, or cell phones, but may be as complex as collaborative spaces enabling group-to-group communication or sensor networks as part of sophisticated scienti c infrastructure Many Grid appliances are accessed and controlled through sophisticated portals that enable easy access, utilization, and control of resources available through a Grid by the user One important concept that was originally not suf ciently addressed within the Grid community was the acknowledgment of sporadic and ad hoc Grids that promote the creation of time-limited services This concept was rst formulated as part of an initial Grid application to conduct structural biology and computed microtomography experiments at Argonne National Laboratory s Advanced Photon Source (APS) [5] In these applications, it was not possible to install, on long-term basis, Grid-related middleware on the resources, because of policy and security considerations.

3 includes a comparison of the complexities of the computation of FMT (u) using the Rice series versus the Monte Carlo method, in the case of a general class of stationary Gaussian processes It shows that use of the Rice series is a priori better More important is the fact that the Rice series is self-controlling for numerical errors This implies that the a posteriori number of computations.

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