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and that the matrix H satisfies H'H = (a' lpl')I. ll Show that the linear least-mean-squares estimators of { s l ( i ) s ~ ( i )given both measure, } ments { r ( i ) , ( i 1) are given by r )

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4.4.3 High-Frequency Methods for Dielectric Coated Surfaces The reason for discussing coated surfaces separately is that some of the approximations used for noncoated surfaces turn out to give nonsatisfactory results when the coating is applied. Furthermore, the problem is more complicated, resulting in more advanced mathematical functions and integrals, and new physical phenomena appear, such as surface and leaky waves that are excited on curved coated surfaces (as they are on planar surfaces). This is discussed in more detail in Appendix 4A.4. As a consequence, there is no complete high-frequency solution for dielectric coated surfaces yet available. Sometimes, impedance boundary surfaces valid for thin coatings are used as an approximation to overcome these difficulties. The major difference between a noncoated and a coated cylinder is that it is not possible to obtain a single high-frequency solution valid in both the paraxial and nonparaxial regions. For the nonparaxial region, the same approach as used for noncoated surfaces can be used. The first attempt without considering impedance boundary surfaces was presented by Munk [Munk 1996]. In this work, a heuristically UTD-based Green s function was derived with the microstrip patch antenna application in mind. The approach consists of a two-step procedure in which the leading term of the potentials Az and Fz are first developed. The fields are then obtained by taking the second derivative of Az and Fz and dropping higher-order terms. This solution was later implemented by Demirdag and Rojas

which shows that P > 0 for all finite i. i In a manner similar to 19, the energy-conservation approach of Sec. 20.3 can be extended in a straightforward manner to treat this case. Indeed, it is immediate to verify that the result of Thm. 20.1 becomes

Figure 7.4 The concepts used in QBone bandwidth measurements Internet2 QBone Source: From [QBA02]

where Cz is the squared coefficient of variation of the service time distribution. This type of queueing station does not fall into the category of BCMP queueing networks any more. Notice that for q = 1, i.e., for negative exponentially distributed service times, the above

No transactional overhead for simple query operations. Read-only operations do not need to use transactions. Querying the database from a stateless session bean with transactions turned off is more lightweight than querying entity beans. Often it is impossible to query an entity bean without a transaction. Takes advantage of DB built-in caching. Databases have sophisticated and powerful caches. By using JDBC for these operations we can make better use of the DB s built-in cache. This becomes important when executing queries that span tables, because the database can cache the

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