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The border-style shortcut property can set the border style for one or multiple sides of the element. Like most other shortcut properties covered in this chapter, values for this property follows these rules: If you only specify one value, it applies to all sides. If you specify two values, the rst value is used for the top and bottom, while the second value is used for the right and left sides. If three values are given, the top is set to the rst, the sides to the second, and the bottom to the third value.

(2002) Volcanoes, uids and life at mid-ocean ridge spreading centers Annu Rev Earth planet Sci 30, 385 491 Kendall, J-M et al (2005) Magma-assisted rifting in Ethiopia Nature 433, 146 8 Kennedy, MJ, Christie-Blick, N & Prave, AR (2001) Carbon isotopic composition of Neoproterozoic glacial carbonates as a test of paleoceanographic models for snowball Earth phenomena Geology 29, 1135 8..

< xml version= 1.0 encoding= UTF-8 > <mapdirections> <startingPoint> <street>500 Hayes St</street> <cross/> <city>San Francisco</city> <postalCode>94102-4214</postalCode> </startingPoint> <destination> <street>50 United Nations Plz</street> <cross/> <city>San Francisco</city> <postalCode>94102-4910</postalCode> </destination> <directions> <step> <start direction= North /> <street>Octavia St</street> <text>North, towards Ivy St.</text> </step> <step> <street>Grove St</street> <text>Turn RIGHT onto GROVE ST.</text> </step>

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This approach by Ritchie et al. (2003, 2004) combines two techniques seen separately in other chapters of this book. Genetic programming (described in 9) is combined with neural network theory ( 7) to predict the probability of disease based on the observed genetics of individuals with and without the disease. This study is different from those described above in that the data is entirely arti cial. No real biological data is used to validate the model, but the principles used in generating the data do have biological plausible roots. The approach highlights yet another useful combination of techniques.

EXERCISE 3A - QUICK SEARCH book name author s name *publisher *price of the book *year of publication ISBN code

In the day-to-day operations of most Web sites, you update records more often than you insert new records. The process in Dreamweaver for creating an update records page is similar to the one for the insert records application with one important difference you must have a recordset defined. Detail pages are good candidates to transform into update applications. They already have the features necessary for an update application; namely, they have a recordset or other method for specifying a single record, and they are often generated from master-type pages. The major difference is that an update records application also requires specific server-side code which is supplied in Dreamweaver by the Update Record server behavior. As with the insert record application, you can choose to either create all the components of an update record page yourself or use the application object to build them for you. To prepare the page for adding the Update Record server behavior, make sure you include a form element for every data field you want to update as well as a Submit button. Neither the action nor method attributes of the form need to be set the Update Record server behavior handles that chore. To insert an Update Record server behavior, follow these steps:

(c) Find the error locatorpolynomial A (x)using the (nonbinary)Berlekamp-Masseyalgorithm. Provide the table illustrating the operation of the Berlekamp-Massey algorithm. Also, find the factorization of A ( x ) , and determine the error locations and the decoded codeword. (d) Find the error locator polynomial using the binary Berlekamp-Massey algorithm. Provide the table illustrating the operation of the Berlekamp-Massey algorithm. Compare the error locator polynomial with that found using the Berlekamp-Massey algorithm. (e) Find the error locator polynomial using the Euclidean algorithm (the Sugiyama algorithm). Show the steps in the operations of the algorithm. Compare with the error locator polynomial found using the Berlekamp-Massey algorithm. 6.14 For a triple-error correcting, narrow-sense, Reed-Solomon code of length 15, suppose that

0 0 1 0

2A polynomial is monic if the coefficient of the leading term -the term of highest degree - is equal to 1

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