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Consider the following example that illustrates how you can use the MVC concept to divide the functionality of your iPhone/iPad app into three distinct categories Figure 3 10 shows a representation of your app; I ve called it MVC Explained You can see that the VIEW displays a representation a label of Your very cool fantastic App Includes 3 layers: A, B and C In the CONTROLLER section of the app, we see the three individual layers separated out, Layer A, Layer B, and Layer C Depending on which control mechanism the user clicks in the VIEW domain, the display the user sees, the CONTROLLER returns the appropriate response the next view from the three prepared layers Your app will probably utilize data of some type, and this information will be stored in the MODEL section of your program.

Provide HTML pages to capture details for single order entry of stocks, options, bonds, mutual funds, and post facto executions. Provide HTML page to capture details for multiple order entry of stocks.

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This is because several problems with the model could not be resolved, and brane models of the universe are compelling because of how the elds of the standard model and gravity are described Before going on to brane-world cosmology though, let s see how the Kasner metric can describe an accelerating universe An interesting effect that can arise when considering some spatial dimensions contracting and others expanding is that the contracting dimensions actually cause the expanding dimensions to accelerate1 Suppose that we have n > 1 contracting dimensions with three expanding spatial dimensions It can be shown that they cause the three spatial dimensions not only to expand, but to do so in an in ationary manner without a cosmological constant.

FIGURE 11-6

We write the number of space-time dimensions as D = n + 4, where we understand that the n dimensions which contract are all spatial and the remaining dimensions are 3 + 1 dimensional space-time The metric can be written in a general form which is split between time, the expanding dimensions, and the contracting dimensions as D 1 2 3 ds 2 = dt 2 + a 2 (t ) dxi2 + b 2 (t ) dx m m=4 i =1 (1610).

The data could be phone numbers, players scores, GPS locations on a map, and so on As the user interacts with the VIEW section of the app, it may have to retrieve data from your database Let s say your data contains the place your user parked her car When the user hits a particular button in your program, it may retrieve the GPS data from the MODEL If it s a moving target, it may also track changes in the user s position in relation to a car in the parking lot Lastly, the CONTROLLER may change the state (or mode) of your data Maybe one state shows telephone numbers, while another shows GPS positions or the top ten scores in a game The CONTROLLER is also where animation takes place What happens in the animation can affect and perhaps change the state in your Model.

FIGURE 11-7

Levin, Janna, In ation from Extra Dimensions, Phys. Lett. vol. B343, 1995, 69 75.

Sequence diagrams are models of business processes that represent the different interactions between actors and objects in the system. Each process has a process owner and goals (such as cycle time, defect rate, and cost) and consists of a set of business activities (in sequence and/or in parallel). Figure 11-8 depicts the sequence of a trade order being placed by a customer as it moves through the JEE application server for verification and onto the trade process router to the mainframe and then to the securities exchange, where the actual trade is executed. After a confirmed execution, each of the front-end processors is notified, and ultimately the customer is availed of the completed order and price.

Here, a(t) is a scale factor associated with the three expanding spatial dimensions and b(t) is a scale factor associated with the contracting spatial dimensions. Solving the Einstein equations in vacuum gives the following: a b 3 +n =0 a b a k ( 3) + 2( H a + nH b ) H a + 2 2 = 0 a a b n 1 + (3H a + ( n 1) H b ) H b + 2 k ( n ) = 0 b b Here we have introduced two Hubble constants. One is the usual Hubble constant associated with our expanding universe Ha: Ha = a a (16.11)

TABLE 11-3

This could be done by using various tools, such as UIKit objects, to control and animate each layer, state, etc..

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