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1. = 0, 1 2. = 0, m 2 = 3. = 0, 0 4. = 0,m 2 = A 4A ( tachyon), = 1, m 2 = >0 3 3 (not a tachyon) t

Benefits Following is a list of benefits of using the Facade pattern:

n It shields clients from the complexity of the subsystem components. n It promotes looser coupling between the subsystem and its clients. n It reduces the coupling between subsystems provided that every subsystem

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At the beginning of this chapter, I mentioned that we would be dumping into the implementation file one of the most widely used, generic, boilerplate chunks of code that loads views onto the iPhone or iPad. This method is called a Lazy Load. This process has this name for a number of reasons. First, we are somewhat lazy for using it! True enough. Second, it s lazy in terms of memory management. This is OK for smaller programs, but as we move to creating larger applications, we will need to get more sophisticated. We will probably use Shark and other tools to fix memory leaks, which are often caused by lazy loads. Don t worry, though! You can still create excellent (and lucrative) apps that rely on a lazy load.

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uses its own Facade pattern and other parts of the system use the Facade pattern to communicate with the subsystem.

1 a a 5. The stretching adds an energy 0 0 to the string where 2 a a 2 1 a a x 2 x1 comes from the stretching between the branes. 0 0 = 2 2

Applicable Scenarios The following scenarios are most appropriate for the Facade pattern:

Earlier in this chapter you downloaded the 006__6hEinSwitch01.zip file. Inside this zip file, you found and copied the SwitchViewController.txt file to your desktop. Now it s time to open this file and to select all the contents by entering A. Once the entire file is selected and highlighted, make a copy by entering C. See Figure 6 30.

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n You need to provide a simple interface to a complex subsystem. n Several dependencies exist between clients and the implementation classes of

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Example Code The following example Java code demonstrates the Facade pattern:

Figure 6 30. Click the SwitchViewController.txt file on your desktop, click inside the window, select all by entering A, and then copy the highlighted text by entering C.

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package javaee.architect.Facade; public class FacadePattern { public static void main(String[] args) { System.out.println("Facade Pattern Demonstration."); System.out.println("-----------------------------");

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// Construct and call Facade System.out.println("Constructing facade."); Facade facade = new Facade(); System.out.println("Calling facade.processOrder()."); facade.processOrder(); System.out.println(); } } package javaee.architect.Facade; public class Facade { public void processOrder() { // Call methods on sub-systems to complete the process SubSystem1 subsys1 = new SubSystem1(); subsys1.getCustomer(); subsys1.getSecurity(); subsys1.priceTransaction(); SubSystemN subsysN = new SubSystemN(); subsysN.checkBalances(); subsysN.completeOrder(); } } package javaee.architect.Facade; public class SubSystem1 { public void getCustomer() { // Place functionality here... System.out.println("SubSystem1.getCustomer() called.");} public void getSecurity() { // Place functionality here... System.out.println("SubSystem1.getSecurity() called.");} public void priceTransaction() { // Place functionality here... System.out.println("SubSystem1.priceTransaction() called.");} } package javaee.architect.Facade; public class SubSystemN { public void checkBalances() { // Place functionality here... System.out.println("SubSystemN.checkBalances() called.");} public void completeOrder() { // Place functionality here... System.out.println("SubSystemN.completeOrder() called.");} }

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FIGURE 5-11

With your Lazy Load copied onto your clip board, open the implementation file, SwitchViewController.m, enter A to select all of its contents, and then, without doing anything else, immediately paste the copied text by entering V, as shown in Figure 6 31. Then, enter S to save your work.

1 1 for all j, then this is an isotropic 1. If p j = D 1 D 1 j =1 universe. This shows that the Kasner metric cannot describe an isotropic universe if Kasner conditions are applied.

The Flyweight pattern s intent is to utilize sharing to support large numbers of finegrained objects in an efficient manner. Figure 5-11 shows the UML.

3. It is necessary to incorporate the fact that we are applying p to all three expanding dimensions and q to all n contracting dimensions. So the Kasner conditions are 3 p + nq = 1, 3 p2 + nq 2 = 1.

Benefits Following are benefits of using the Flyweight pattern:

Figure 6 31. Open the SwitchViewController.m file and paste your lazy load into it by entering immediately, V.

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