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Typically, you want the application server to notify you about the status of submitted work that is in a partial state of execution. To accomplish the same in JCA 1.5, you create an object that implements the javax.resource.spi.WorkListener interface. You can then register this object using the startWork() method of the WorkManager object on the application server. The WorkManager interface facilitates the submission of Work instances for execution. Registering the object allows the server to notify the resource adapter if the work was rejected or accepted, and if accepted, when the work was started and completed. You can also extend the WorkAdapter class, which implements the WorkListener interface and provides empty methods for each of these. Here is skeleton code for a class that implements WorkListener:

It is also straightforward to show that [ ( , ), ( , )] i ( ) = 2T [ X ( , ), X ( , )] + 2T [ X ( , ), + X ( , )]

#import "helloWorld_005ViewController.h" @implementation helloWorld_005ViewController @synthesize label, uiImageView; - (IBAction)buttonPressed:(id) sender{ label.text = @"Hello World I'm back!"; UIImage *imageSource = [UIImage imageNamed: @"kera.png"]; uiImageView.image = imageSource; }

public class UcnyWorkListenerImpl implements WorkListener {

In the chapter quiz, you will have the opportunity to show that [ +Xm(s, t ), Xn (s, t )] = [ Xm(s, t ), + Xn (s , t )] = 0. Therefore the commutation relations are [ + X ( , ), + X ( , )] = i ( ) 2T i ( ) 2T (4.3) (4.4) (4.5)

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This listener is used to provide notification back to the originator of a piece of work once it has completed, or to reschedule an item of work when it fails.

[ X ( , ), X ( , )] =

In a broad sense, I want you to see that the two items to be invoked, the Label and the Image, are inside buttonPressed, and that you connected the stuff inside the brackets to the Button. We ve already connected the Label, so all we have left to do is to connect the File s Owner with the second of the two items: our picture. Here we go 1. We now need to drag from the File s Owner icon to the Image View and connect it to the uiImageView option in the drop-down menu, as shown in Figure 5 19. Save your work ( S); quit Interface Builder ( Q).

public void workAccepted(WorkEvent e) { // // } System.out.println("Work instance " + e + " has been accepted.");

Using Eqs. (4.3) to (4.5), deriving commutation relations for the modes, which will help us get to the quantum physics, will be a much simpler matter. In order to derive the commutation relations, we will need the following expression for the Dirac delta function:

public void workRejected(WorkEvent e) { // // } System.out.println("Work instance " + e + " has been rejected.");

public void workStarted(WorkEvent e) { // // } System.out.println("Work instance " + e + " has been started.");

2. 3.

(x) =

public void workCompleted(WorkEvent e) { // // } System.out.println("Work instance " + e + " has been completed.");

Recalling Eq. (2.47), which told us that we can write the equations for the string in terms of left-moving and right-moving modes:

Here is an implementation of the ResourceAdapter interface that illustrates the JCA 1.5 life cycle management and work management contracts:

Press the button that reads Guess who s on campus As shown in Figure 5 20, my lovely wife, Kera, magically appears, and she says, Hello World, I m back!

X ( , ) = X L ( , ) + X R ( , )

public class UcnyResourceAdapterImpl implements ResourceAdapter {

Notice the left-moving modes are functions of + only, while the right-moving modes are functions of only, so that

public XAResource[] getXAResources(ActivationSpec[] specs) throws ResourceException { // return XAResource objects that correspond to ActivationSpecs passed

In Figure 5 21, you can see that the iPad view of the iPhone Simulator correctly displays our base image. The button is just begging for the user to push it to find out who is on campus.

return null; }

+ X ( , ) = + X L ( , ) X ( , ) = X R ( , )

public void endpointActivation(MessageEndpointFactory mef, ActivationSpec as) throws NotSupportedException {

We will derive the commutation relation [Eq. (4.3)] for the modes explicitly, and simply state the results in the other cases. Hence we write down the left-moving modes [Eq. (2.55)] which are functions of +. The left-moving modes are restated here in the case of the closed string

public void endpointDeactivation(MessageEndpointFactory mef, ActivationSpec as) { }

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