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Let s step through this code and see if we can determine what s really happening First of all, what is this CGPoint business CGPoint is core code that has been programmed for us by the clever people at Apple; it is the part of the program in the CoreGraphics module that describes a point in 2D space, with members x and y Finger touches by the user result in CGPoints when their location is appropriate and requested by the nature of the application This information can yield the distance between the two points using some very simple math Now, take a look at the call to [[touches anyObject] locationInView:[self superview]] This code grabs a touch object from the NSSet of touches and requests its location in this object s superview In other words, we are simply asking for the location of the touch in relation to the superview.

(8.8)

n remove(Handle h)

n remove(Object primaryKey)

Along the compacti ed dimension, the string acts like a particle moving on a circle. The momentum is quantized according to p 25 = K R (8.9)

Since all session objects keep their identity anonymous, finder() methods for session beans should not be defined. The finder() methods for entity beans are covered later on in this chapter, in the section Home Interfaces and finder( ) Methods.

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This is different than one might expect Why are we asking about the position in the superview and not about the position in the TransformView itself Because we want to know where to move the TransformView in the superview Thus, we get the current and previous positions of the touch in the superview NOTE: The IPad and iPhone keep track of which view is currently being shown by treating it as a window instance The instances are arranged in a pyramid order with the top-level view instance called the content view, which is the root of all the other views, called subviews The parent of any view to which one is attending, at a given point of time, is referred to as its superview The next two lines work together to calculate the difference between the old position and the new position on the x- and y-axes.

where K is an integer called the Kaluza-Klein excitation number. This is an important result without the compacti ed dimension, the center of mass momentum of the string is continuous. Compactifying a dimension quantizes the center of mass momentum along that dimension. Looking at Eq. (8.7) then, the rst term involving the momenta is the total center of mass momentum of the string. We call this the momentum mode. The second term, however, also involves momentum. In fact this term is the winding mode of the string, which satis es

FIGURE 7-4

(8.10)

Again, note that the methods in the preceding list are included automatically by virtue of inheritance. Here is an example of a home interface definition for an EJB:

The following line creates a translation out of the position difference, storing this translation as a temporary CGAffineTransform That s a big term, but it simply means a matrix that stores the change in position for the view Since the translation matrix is relative, we have to add it to our current transform We do this on the last line of highlighted code, concatenating (merging or combining) the view s current transform and the translation transform to get a transform that holds our new position Once we have that new transform, we set the view s transform to the new one..

Looking at Eq. (8.3), we see that the winding w can be de ned in terms of the momentum of the left- and right-moving modes as w= 1 nR 25 = p 25 pR 2 L

import javax.ejb.*; import java.rmi.*; public interface AccountRemoteHome extends EJBHome { Account create() throws CreateException, RemoteException; }

Session Bean Class Methods (Prior to EJB 3.0)

(8.11)

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