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In reference to our network of characters depicted in Figure 6 10, we have everything working except for the two nib files, Einstein1View.xib and Einstein2View.xib. We have referred to these nib files as the tools that the Ein#Controllers use to hold up and display their respective photographs of my grandpa. Let s open up Einstein1View.xib as shown in Figure 6 42. Both of these nibs are doing one thing, and one thing only, and that is holding up an image. Hence, it makes perfect sense that the first thing we do here is to drag in an Image View from the Data Views folder in our Library, as shown in Figure 6 43. We need to associate a specific image file with the Image View that we ve just dragged onto the screen. As depicted in Figure 6 44, go to the property inspector and, after clicking on the pull-down menu, select einstein01.png, the image file to be associated with the Image View of the first of the two Ein#Controllers.

= ( 0 0 + 1 1 )

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// Turn the string array into a collection. System.out.println("Turning string array into a collection."); CollectionIF collection = new ConcreteCollection(books); // Get an iterator for the collection. System.out.println("Getting an iterator for the collection.."); IteratorIF iterator = collection.iterator(); // Iterate through and print each object in the list. System.out.println("Iterate through the list."); int i = 0; while (iterator.hasNext()) { System.out.println((++i)+" "+iterator.next()); } System.out.println(); } } package javaee.architect.Iterator; import java.util.*; public interface CollectionIF { // Interface for creating a // collection that needs iterating. public IteratorIF iterator(); public Collection elements(); } package javaee.architect.Iterator; import java.util.*; public class ConcreteCollection implements CollectionIF { // Builds an iterable list of elements private List list = new ArrayList(); public ConcreteCollection(Object[] objectList) { for (int i=0; i < objectList.length; i++) { list.add(objectList[i]); } } public IteratorIF iterator() { return new ConcreteIterator(this); } public Collection elements() { return Collections.unmodifiableList(list); } } package javaee.architect.Iterator;

import java.util.*; public class ConcreteIterator implements IteratorIF { private List list; private int index; public ConcreteIterator(CollectionIF parm) { list = (List) parm.elements(); index = 0; } public Object next() throws RuntimeException { try { return list.get(index++); } catch (IndexOutOfBoundsException ioobe) { throw new RuntimeException("No Such Element"); } } public boolean hasNext() { return (index < list.size()) true : false; } } package javaee.architect.Iterator; public interface IteratorIF { // Interface for Iterators. public boolean hasNext(); public Object next(); }

Now 0 i 0 0 = i 0 0 i 1 1 = i 0 So, the summation is 0 i 0 i 0 0 + 1 1 = + i 0 i 0 i( ) 0 0 = = 2i 0 i ( + ) + Hence, 2i 0

The Mediator pattern s intent is to define an object that encapsulates how a set of objects interacts. It helps to promote a looser coupling by keeping objects from referring to each other explicitly, therefore allowing any interaction to vary independently. The UML is shown in Figure 5-17.

Now, we need to address the toolbar button and make sure we assign the correct action to it. First, click the File s Owner icon as shown in Figure 6 45. Watch out here. For some reason, students forget that, before changing the label of the File's Owner icon, they need to first click on it.

= ( 0 0 + 1 1 )

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

Now, we write out the components of the spinors. For simplicity, we suppress the space-time index for a moment. First, note that 0 2i 2i 0 = 2i 0 + 2i + = 2i 0 + +

n It decouples colleagues. n It simplifies object protocols. n It centralizes control. n The individual components become simpler and much easier to deal with

Once the icon is selected, go up to the Inspector Box. Once you get to the label, choose the Label option on the black drop-down menu, as shown in Figure 6 46.

Using = ( ) 0 , we have 0 2i + 2i i + 0 = + i 0 2i 0 +

FIGURE 5-17

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

2 + = + = 2 + + 2 + + 2 + = 2( + + + + )

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