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Then the first block of f i K bits is repeated two times, the next block of f2 K bits is repeated three times, and so forth. Furthermore, the parity check nodes are generalized to connect to a 1 nodes, of which a are message bit nodes. This structure is illustrated in Figure 15.20. From this general structure, assignment of the code parameters can be optimized using density evolution, so that the decoding SNR threshold can be minimized. While an irregular RA code is simply a special case of an irregular LDPC code, it has an important advantage: it can be very efficiently encoded. The RA codes thus provide an



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Besides upwinding, there are a number of alternative schemes for forcing discretised equations to stable results (Patankar 1980). These are based on the following standard form for the above coef cients: a = Df ( P ) + max( C, 0) (3.78)





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If you re not comfortable with scripting, you can nd a wide variety of resources on the Internet for free scripts that you can adapt to your own needs with little JavaScript background. You also saw how you can avoid JavaScript altogether with some clever CSS manipulation. However, if you enjoy scripting or are already comfortable with it, you ll nd that coding increasingly complex code against the Document Object Model will demonstrate that browsers can be software environments, and Web pages containers for very robust software applications. In the next chapter, you ll see how DHTML can work more speci cally with CSS. You learn more about how the DOM is used to access CSS properties, and how to display effects with no scripting.

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SECTION 20.9. Tridiagonalization and QR-Factorization, page 875 Purpose. Explanation of an optimal method for determining the whole spectrum of a real symmetric matrix by first reducing the matrix to a tridiagonal matrix with the same spectrum and then applying the QR-method, an iteration in which each step consists of a factorization (5) and a multiplication. Comment on Content The n 2 Householder steps (n n the size of the matrix) correspond to similarity transformations; hence the spectrum is preserved. The same holds for QR. But we can perform any number of QR steps, depending on the desired accuracy. SOLUTIONS TO PROBLEM SET 20.9, page 882 2. Householder gives 0 2 2 0 1 0 0 0Z . 1

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