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Another important tool in the supersymmetry toolkit is the technique of Grassman integration. It turns out that the integration of anticommuting Grassman variables is quite a bit different (and actually a lot simpler, although less intuitive) than the ordinary integration of a function of real variables. Even so, we develop the notion of Grassman integration by our wish to preserve one important property of integration. If you integrate a function of a real variable over the entire number line, that integral is translation invariant. That is, let a be some real constant then it must be true that

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Now let ( ) be a function of the Grassman variable . We also want integration here to be translation invariant:

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Leveraging the power of Multi-Touch on the iPhone and iPad can be pretty awesome, and that is what we begin to learn in this chapter. Creating an image that will rotate, scale, and move with an intuitive flick of your fingers will confirm just how powerful these devices are. (see Figure 3 5.) Think about it. Before the iPad or iPhone, we used a mouse and the keyboard. Now it s all about touching. There is an old acronym that some of you probably know: WYSIWYG. It stands for what you see is what you get, when a word processing document is printed the way you expect. Now, in the Apple world of Multi-Touch, we see a new paradigm forming one that reflects that touching the screen in certain ways accomplishes some natural and logical task in an easy and intuitive manner. The computer will say to you, as the genie said to Aladdin, Your touch is my command! In 7, I will introduce you to the code that interacts with the different kinds of touches and gestures users will employ when they run your app. If you are like my past students, you will delight in learning the grammar that directs the images to move according to our touches, swipes, pinches, drags, etc.

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d ( ) = d ( + c)

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where c is a constant (a Grassman number in this case). To deduce the properties of Grassman integration while preserving translation invariance, we expand the function ( ) in Taylor:

Information about how specific data is arranged and displayed by the UITableViewDataSource object protocol.

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Then,

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d ( ) = d (a + b )

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