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As networks grow and the end application becomes more complex, there is a real need to increase the capacity of a given link. Link aggregation is a method of increasing the capacity of a channel by allowing multiple physical links to act together as a whole. The parallel links make the endpoint nodes think there is a better performing single channel. Figure 12-21 shows an example of two networks; one is using aggregation and one isn t.

You get this error message because foreign key constraints are being used. You learn more about foreign key constraints later; for now, it s important to know only that there are rows in other tables that reference keys in this table. If you just go and drop this table, those other tables will be very, very upset. Thus, Oracle doesn t allow you to do it. Here are ways around this problem:

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Problem 11.3 (Trace of a matrix) Use the canonical Jordan factorization of Prob. 11.2, and the fact that T r ( X Y ) = Tr(YX) for any matrices {X,Y}of compatible dimensions, to show that the trace of a matrix, which is the sum of its diagonal elements, is also equal to the sum of its eigenvalues. What about the determinant of a matrix Problem 11.4 (Matrix norm) Let A be an n x n matrix with eigenvalues {A,} and introduce its spectral radius

where d(0) = [dl(8).. .d ~ ( 8 ) ] ( t ) = [ e l ( t ) . . e ~ ( t ) ] ~ ( t ) is the N x 1 vector e~ , . and r (6.105) Thus, r T ( t )d(8) is a linear combination of fluctuations dn(8) that are by definition stochastic variables with expectation zero:

Throughout this book, as I discuss each element you can add to your page, I mention whether it can be added to a floating box, so you may already have a good idea about what you can do inside a floating box and how to do it. Here is some information you should know about designing within a floating box. Although technically anything you can place on a page can be added to a floating box, using a table or grid may create problems for the user viewing your page. Therefore, it is safest not to place a table or grid in one.

Several miscellaneous carbon chain polymers have been claimed as biodegradable without clear evidence. These include copolymers of methyl methacrylate and vinyl pyridinium salts [92 94], where the pyridinium salt is hypothesized as a magnet for bacteria that then cleave the chain into small fragments that ultimately biodegrade completely. Careful analysis indicates absorption on sewage sludge present for the laboratory test; and, since biodegradation was measured by TOC loss, the results were misleading and misinterpreted. The work at Deutsche Gold-und Silber [96] with copolymers of acrolein and acrylic acid post converted by a Cannizzaro reaction to copolymers containing hydroxyl and carboxyl functionality (Scheme 6), indicated high levels of biodegradability by BOD. However, the low-molecular-weight fragments and other organics present certainly added to this speculation and no further work has been reported. Polymers of -hydroxyacrylic acid [97] are prepared as indicated the Scheme 7 from the polymerization of alpha chloroacrylic acid and subsequent hydrolysis. The claims of biodegradability for these polymers [98 100] were not substantiated by Mulders and Gilain [97] using radiolabeled carbon polymers. There was no clear differentiation of absorption on sludge versus bacterial cellular absorption in the sewage testing protocol. Mitsubishi [101] claimed a unique biodegradable polycarboxylate (Scheme 8) containing ethylene, carbon monoxide, and maleic anhydride monomers. The initial degradation step is photoactivation to yield low-molecular-weight fragments as indicated in Table 12.2. Unfortunately, no biodegradation data were reported on these fragments.

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