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and they are able to save their state information persistently. Additionally, they may be facades that know how to retrieve information from external sources such as databases when that information is requested. Entity EJBs can also be used to represent internal state.

Unfortunately, we cannot use the aforementioned nomenclature In Objective-C, as in many other computer languages, we need to use a special style of designation: camelCase Referring to the hump in the middle, that s the name for the way geeky coders write compound words or phrases The first letter is usually not capitalized, the elements are joined without spaces, and each element's initial letter is capitalized within the compound As some of you now realize, we have already been using this nomenclature throughout the book It s a very easy pattern, and you ll catch on immediately For example, if you were to write code that gets a map from a Google parser, you might call it getMapFromGoogleParser This is a personal thing, and it s up to you but try to be consistent.

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In the theory of complex variables, a conformal transformation is one that maps a region of the complex plane to a new more convenient region while preserving angles, but not lengths. For example, you can map the unit disk to the upper-half plane using a conformal transformation. The notion that angles are preserved is a geometric interpretation and leads us to the notion of a conformal transformation of space-time coordinates. Let us consider a transformation of the space-time coordinates such that x x . In general, the metric g ( x ) is found to transform in the following way: g ( x ) = x x g ( x ) x x (5.1)

To operate in a global economy, JEE information systems must address a number of additional requirements, including the following:

Now consider a function of the space-time coordinates given by ( x ). If the metric transforms in the following way: g ( x ) = ( x ) g ( x ) (5.2)

Users of a globally available application may speak different languages. The relationship between geographic region and language spoken is not simple. Representation of such quantities as numbers, dates, times, and currency vary by region. Countries vary in customs law and information privacy requirements. Some governments place limitations on ideas, images, or speech. Currencies are not necessarily freely convertible. Forms of payment may differ; for example, not all customers can be assumed to have a credit card or purchase order number. Governments have different requirements for customs restrictions, tariffs, and taxes.

Internationalization terminology is commonly used inconsistently, even within the internationalization field. This section presents definitions of common internationalization terms as they are used in the rest of the chapter.

I will typically use lower case for the first word as long as it s not a proper noun (for example, the name of a city or a person) or a Class Using these basic guidelines, let s rename the players in our code In essence, follow Apple's lead in their naming of entities In general, when making up your own names, letTheFirstLetterNotBeCapitalized! Here are the names we ll use: einSwitchAppDelegate: Delegates work to the Switch View Controller SwitchViewController: Tells which Assistant Controller to appear on the screen Ein1Controller: Carries the bottom layer photo Ein2Controller: Carries the top layer photo Now that we ve named our characters, we need to define the tools the carriers use to hold up those pictures They will pick up and present the photographs with nib (xib) files, which we ve come to love.

Then we have a conformal transformation of the metric. Notice that ( x ) acts as a scaling factor, hence it will preserve angles but not lengths. If a metric is related to the at Minkowski metric as g = ( x ) ( x ) we say that the metric is conformally at. To see how a conformal transformation preserves angles, consider two tangent vectors u and v . Using the metric, the angle between them is given by cos = g(u , v) g(u , u ) g(v, v)

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