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Listing 3 17. Defining a Rounded Rectangle <shape xmlns:android="http://schemas.android.com/apk/res/android"> <solid android:color="#f0600000"/> <stroke android:width="3dp" color="#ffff8080"/> <corners android:radius="13dp" /> <padding android:left="10dp" android:top="10dp" android:right="10dp" android:bottom="10dp" /> </shape>

You can then use this drawable resource as a background of the previous text-view example:

The abstract class ManagedActivityDialog provides the common implementation for all the dialog classes wanting to implement the IDialogProtocol interface. It leaves the create and prepare functions to be overridden by the base classes, but provides implementations for the rest of the IDialogProtocol methods. ManagedActivityDialog also informs the parent activity that the dialog has finished after responding to a button-click event. It uses the template-hook pattern and allows the derived classes to specialize the hook method onClickHook. This class is also responsible for redirecting the show() method to the parent activity, thereby providing a more natural implementation for show(). You should use the ManagedActivityDialog class as the base class for all your new dialogs (see Listing 5-29). Listing 5-29. The ManagedActivityDialog Class public abstract class ManagedActivityDialog implements IDialogProtocol ,android.content.DialogInterface.OnClickListener { private ManagedDialogsActivity mActivity; private int mDialogId; public ManagedActivityDialog(ManagedDialogsActivity a, int dialogId) { mActivity = a; mDialogId = dialogId; } public int getDialogId() { return mDialogId; } public void show() { mActivity.showDialog(mDialogId); } public void onClick(DialogInterface v, int buttonId) { onClickHook(buttonId); this.mActivity.dialogFinished(this, buttonId); } }

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Haskell is the most well-known of the non-Lisp-y functional programming languages. It is taught in many university programs, probably even more often than Scheme (even more so as many computer science programs in the United States move to teaching Java instead of Scheme). Haskell uses a monad to accomplish many of the concepts discussed in this chapter. A monad is purely functional, is difficult to fully understand, and is way, way beyond the scope of this discussion and this book.

// Get a drawable GradientDrawable roundedRectangle = (GradientDrawable) activity.getResources().getDrawable(R.drawable.red_rectnagle); //Set it as a background to a text view textView.setBackground(roundedRectangle);

NOTE: It is not necessary to cast the returned base Drawable to a GradientDrawable, but it was done to show you that this <shape> tag becomes a GradientDrawable. This information is important because you can look up the Java API documentation for this class to know the XML tags it defines. In the end, a bitmap image in the drawable subdirectory will resolve to a BitmapDrawable class. A drawable resource value, such as one of the above rectangles, resolves to a ColorDrawable. An XML file with a shape tag in it resolves to a GradientDrawable .

Android also allows arbitrary XML files as resources. This approach extends the three usual resource advantages to arbitrary XML files. First, it provides a quick way to reference these files based on their generated resource IDs. Second, the approach allows you to localize these resource XML files. Third, you can compile and store these XML files on the device efficiently. XML files that need to be read in this fashion are stored under the /res/xml subdirectory. Here is an example XML file called /res/xml/test.xml:

Solving problems is often easier if you use an imperative approach. 18 showed an example of a class that calculated the edit distance of a string. The class used a mostly imperative algorithm to do this. Although this algorithm could be expressed by using a purely functional approach, it would be much more difficult to describe. I have tried to do this in the past and have always stopped because of the difficulty and because I had an existing solution. This existing solution is another of the benefits of impurity. You often have the description of an algorithm that will solve a problem you are working on, and that description is probably not in a functional style. Sometimes the conversion into a function style is easy. Sometimes it is not. I assume that because you are reading this book you are more interested in practical solutions to problems that you have now (or will have soon). Given that assumption, I can tell you that this ability to implement solutions in whatever style the solution exists is a Good Thing.

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