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Thus by substituting Equations 3.3 3.7 into Equation 3.1 together with similar expressions for the temperature spatial derivatives in Equation 3.2, and re-arranging, leads to: - a pi pv (n - 1) + b pi pv (n) - c pi pv (n + 1) = d pi ( pv (n + 1, m) - 2 pv (n, m) + pv (n - 1, m)) + e ( p (n + 1, m) - p (n - 1, m)) - f T (n)

In this example, there are two subprojects: the entity and session EJBs for a project. The entities are kept in one source tree, and the sessions are kept in another. The source tree looks like this.

2 2 J = E(f (t + mT ) + f e (t + mT )) = Ef 2 (t + mT ) + Ef e (t + mT ) + 2 E(f (t + k ) + f e (t + k ))

Figure 9.34 Schematic plate reconstruction showing the location of early Mesozoic extensional backarc and marginal basins in South America (modi ed from Mpodozis & Allmendinger, 1993, with permission from the Geological Society of America). Marginal basins in Colombia and southern Chile (Rocas Verdes) are oored by oceanic crust. CasmaHuarmey in Peru and the central Chile basin are aborted marginal basins developed on thinned continental crust. Tarapac and Neuqu n are backarc basins with dominantly sedimentary in ll.

codetype (recommended)

(1.116)

The next step to solving this pitfall is to review the intent of the API. The equals method is supposed to provide the typical equals behavior that is, return true if the receiver and the argument should be considered the same object. The equals method also claims to be consistent with the hashCode method, meaning that if two objects are equal to each other then their hashCode will be the same. Both statements need to be tested. In order to test the two different aspects of the equals method we will introduce two methods: testEqualsReturn and testEqualsHashCodeConsistency (one is simply a rename from testEquals to testEqualsReturn). The third method, testNotEquals, simply uses asserts where there were none before. The code for the methods is shown here.

n the various chapters within this section, you have seen how dynamic documents can be when formatted with CSS. This chapter shows you how you can position elements using CSS properties.

x(h)Cx(g)=Cx(h+g)=Cx(k),

400 500 600 700 Distance (km) 800 900 1000

+ B) 3 C = ( A 3 C) 4- ( B 3 C). A 3 (B + C) = ( A 3 B) + ( A 3 C ) .

There is one last little detail. As long as the action mapping in strutsconfig.xml contains validate= true , the validate() method will be called when the form is submitted, and the corresponding bean will be populated automatically. In the relatively rare circumstances where this is not the case, the corresponding Action will still have to call populate() directly, as before, to transfer values from the ActionForm to the bean. Otherwise, though, such calls are now unnecessary and, in fact, redundant and should therefore be removed. Once we have tested our solution and gotten it working correctly, we can begin to add support for additional types of validation. First we will add a generic mechanism for capturing validation rules, which will be contained in a validationMap field.

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you see the correct replacement among the list of suggestions, highlight it and click the Change button. If no suggestion is appropriate, type the correct word into the Change To text field and then click this button.

PT;+n; (Xi) 6 (xi1 Let us now consider the message passing algorithm on the factor graph starting at the left end. To begin with, the so and xo nodes send the trivial message 1. The vo node passes along the message p ( y o I vo). At this point, the function node To has messages from all but one of its edges and can send out a message. Then by the message passing rules,

You don t have to build all Web pages in frames from scratch. You can load an existing Web page into any frame. If you ve selected a frame and the Frame Property inspector is open, just type the link directly into the Src text box or click the folder icon to browse for your file. Alternatively, you can position your cursor in a frame (without selecting the frame) and choose File Open in Frame.

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