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These containers can be lled by smaller subcontainers of sizes that are multiples of k, and customers can rent such space in them (provided that the sum of the sizes of the subcontainers does not exceed 10k) The post of ce could obtain the same service as before by renting a subcontainer service of size k Similarly, an operator running a 622 Mbps SONET service between points A and B can.



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The Performance Information and Tools window provides additional information that can help you to better understand, or even increase, your score. By clicking the link at the top, located next to the lightbulb, you can access information in the Windows Help and Support that provides ideas on how to improve computer performance.





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We require this in order that the expectation of (7.38) reaches its minimum and the expectation of (7.39) vanishes, at the true value Qo. The assumption of independence is a serious restriction. The assumption that the errors are identically distributed simplifies notations and calculations, but could easily be relaxed: random deviations (i,e., not related to the structure of X ) can be modeled by identical distributions (take the averaged cumulative distribution). Nonrandom deviations (e.g., changes in scale that depend on X in a systematic fashion) can be handled by a minimax approach if the deviations are small; if they are large, they transgress our notion of robustness.

X ( n , k ) W&

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where hi is the ith diagonal element of the hat matrix and W = diag{yi (1 yi )}. Once this replacement is made, the Newton Raphson algorithm of equation (10.9) can proceed in the usual way. Standard errors are also calculated as usual by taking the square roots of the diagonal elements of I( ) 1 . However, Heinze and Schemper (2002) point out that Wald tests based on the standard errors for variables causing separation can be highly inaccurate (as with conventional maximum likelihood). Instead, they recommend chi-square tests based on differences between penalized log likelihoods. The penalized maximum likelihood method has been implemented in a macro for the SAS system (Heinze 1999) and a library for S-PLUS (Ploner 2001). Using the SAS macro, I estimated models for the data in Tables 10.1 and 10.2. For the data with complete separation (Table 10.1), the parameter estimate was 0.936, with a p-value of 0.0032 (based on a penalized likelihood ratio chi-square). For the data with quasi-complete separation (Table 10.2), the parameter estimate was 0.853 with a p-value of 0.0037. These estimates and p-values are similar to those reported in Section 10.6.4 using the exact method with median unbiased estimation.

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similar to that observed for CuInS2 deposited at 450 C.40 The variation in lm composition is understandable since the two precursor thermal decomposition pro les are dissimilar. Therefore, using two SSPs with matching thermal pro les might provide a more effective means for depositing quaternary lms. 6.3.3 Impact of Reactor Design on CuInS2 Film Growth

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The Wrap feature enables you to wrap 2D sketches around cylindrical and conical faces. However, trying to wrap around 360 degrees can cause some difficulties. Although all of the available information on the Wrap feature says that you can wrap onto a conical surface, it fails to mention that the point of the cone must be cut off in order for it to work. The Wrap feature works by flattening the face, relating the sketch to the flat pattern of the face, and then mapping the face boundaries and sketch back onto the 3D face. The reason why it is limited to cylindrical and conical faces is that these types of geometry are developable. This means that the faces can be mapped to the flat pattern through some relatively simple techniques that happen behind the scenes. Developable geometry can be flattened without stretching. You will see in a later chapter that sheet metal functions are limited in the same way and for the same reasons. SolidWorks does not wrap onto other types of surfaces, such as spherical, toroidal, or general NURBS surfaces, because you cannot flatten these shapes without distorting or stretching the material. There is software that can flatten these shapes, but it is typically done for sheet-metal deep drawing applications, which highly deform the metal. The Wrap feature has three main options: n Emboss n Deboss n Scribe Figure 7.52 shows the Wrap PropertyManager interface.

Topic 5 Best practices for resolving CRM cases Jack Jones ... January 15, 2002 What have you found that works to resolve these customer care problems

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