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Abstraction is the first step of the design process, when we break down the intended system into an extended hierarchy and examine each level of the hierarchy in terms of the functions and intentions of the design. This breakdown is described from the point of view of the architect, as he or she is the central actor of the system. Clients, who have certain requirements for the structure to be built, transfer their goals and constraints to the architect, who employs the materials and directs the people involved in the system to produce a structure design that the client is happy with. In addition to identifying the goals of the system, the abstraction hierarchy also shows us that the system involves a large amount of communication. The client communicates with the architect to provide initial design requirements and feedback on working designs. The architect communicates with developers to determine the constraints of the design in terms of physical limitations, limitations imposed by availability, and limitations inherent in architecture. Figure 2-2 shows some examples of how we all use abstraction in our day-to-day communications.

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In string theory, we don t go all the way to x 0 but instead cut it off at some small, but nonzero value. This means that there will be an upper limit to momentum and hence p . Instead momentum goes to a large, but nite value and the loop / integral divergences can be gotten rid of. If we have a cutoff de ned by the length of a string, then the uncertainty relations must be modi ed. It is found that in a string theory uncertainty in position x is approximately given by x = p + p (1.10)

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All right see if you can tell what s happening here. First, we check to see if there is only one touch by checking the count of touches. If there is only one touch, we direct the computer to hold onto it in memory for later use, in whichever field we aren t already using. If there are two touches, we grab all of the touches from the set, release our previous touches, and set the fields to the first two touches in the array of touches. This approach gives us the two touch objects we need and it ignores any extraneous touches. Easy, huh Copy this code from the TranslateRotateScale.rtf file that you downloaded at the beginning of the chapter and saved to your desktop, as shown in Figure 7 18. Then, paste these lines into the implementation file.

FIGURE 2-2

A new term has been introduced into the uncertainty relation, ( p/ ) which can serve to x a minimum distance that exists in the theory. The parameter is related to the string tension TS as

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Surface area is a term used to describe the way in which components interact with one another in a defined way. It s important to note that the greater the surface area, the more ways a change in one component can affect another. Figure 2-3 shows two simple examples of surface area. In Figure 2-3, the class Employee has the methods +GetName(), +GetCurrentAge(), +GetSalary(), +GetAddress(), and +GetSkill(). This is a large surface area that can be difficult to maintain and is not reusable. The revised classes comprise all of the methods contained in the original Employee class. EmployeeDemographics, the smaller surface area, includes only methods pertaining to the employee s demographics: +GetName(), +GetCurrentAge(), and +GetAddress(). The other new class, EmployeeJob, includes only methods pertaining to the employee s job: +GetSalary() and +GetSkill.

public void ejbActivate() { log("ejbActivate() ctr="+ctr); } public void ejbPassivate() { log("ejbPassivate() ctr="+ctr); } public void setSessionContext(SessionContext parm) { this.sessionContext = parm; } // Bean's business methods public int increment() { log("increment() ctr="+ctr); return ++ctr; } private void log(String parm) { System.out.println(new java.util.Date() +":SFSessionBean:"+this.hashCode()+" "+parm); } }

Take a deep breath. Relax! The next chunk of code may look intimidating, but it s actually quite simple. We ll walk through it together, and you ll see exactly what s happening. This code modifies the -touchesMoved:[*]withEvent: method, and it also utilizes our helper methods. We use the data from the touches and helper methods to create transforms that are concatenated with the current transform.

2. Create the Stateful Session Bean Home Interface Here is a home interface for our stateful session bean example:

25 So, pL maintains the same form under the transformation that is, it is invariant. 25 25 25 We can indicate this by writing pL = pL . Now consider how pR transforms under the exchange R / R and n K :

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