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The Euler characteristic is a number which describes the shape of a topological space. Consider a polyhedron, and let V be the number of vertices, E be the number of edges, and F be the number of faces. Then the Euler characteristic is

the processing of an international XML document. For platforms without native Unicode support, the application must implement its own handling of Unicode characters, which adds complexity to the overall solution.

In order to create the second image, which we ll call the top layer, copy the background layer photo. Then crop this copy to create an image with these exact dimensions: 320 299 pixels. Yes, I know the height is a strange number trust me! Now you have a roughly square copy of the bottom two-thirds of your background photo. Next, paste onto this a partial image probably a cut-out of some interesting or unusual object. This will yield something like the image in (Figure 5 3): Kera Lewis, in front of the background scene. This modified top layer will, of course, be saved as a .png file.

n The Java technology binding to the W3C Document Object Model (DOM)

(2.28)

provides developers with a highly productive environment for processing and querying XML documents. The Java platform can become a ubiquitous runtime environment for processing XML documents.

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In string theory, we often want to know whether or not two geometric shapes or topologies are similar to one another in a speci c way. In particular, we want to know if we can continuously deform one shape into another (imagine working with clay and deforming one shape into another without breaking the clay apart, or introducing or losing any holes). Formally, a homeomorphism is a deformation of a geometric object into a new shape by stretching or compressing and being it, without tearing or breaking it. For instance, the quintessential example is a donut and a coffee cup (conveniently paired for police of cers). You could use a continuous deformation to transform one into the other or vice versa. So we say that a coffee cup and a donut are homeomorphic. On the other hand, a sphere and a donut are not

means that developers can build applications by creating hierarchies of Java objects. Similarly, the XML specification offers a hierarchical representation of data. Because the Java platform and XML content share this common underlying feature, they are extremely compatible for representing each other s structures.

Thus, you will end up with a prepared top layer that consists of the bottom section of the original background photo, with some interesting person or object pasted over it. You can probably guess that we re going to program the computer to start with the background image, and then, with some user input, insert the top layer with bottom edges matching up flush, of course. This will give the illusion that our interesting guest, or object, suddenly materialized out of nowhere. Our top layer will not affect the space near the upper part of the background; we are reserving this region for the text that we will also direct the computer to insert. We go this route because the iPhone and iPad do not support .png transparency. The third image file is an icon of your choice. As in the previous chapter, you may want to customize your icon. In my case, I took a portion of the photograph of my wife s face and put it into my icon file (Figure 5 4).

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