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A function is tail-recursive if it meets two criteria. The first criterion is the easiest: the recursive call cannot be within a try/with block. The following example, therefore, cannot be tail-recursive: # let rec scan_input scan_buf acc_buf = try Scanf.bscanf scan_buf "%c" (fun x -> Buffer.add_char acc_buf x); scan_input scan_buf acc_buf with End_of_file -> Buffer.contents acc_buf;; val scan_input : Scanf.Scanning.scanbuf -> Buffer.t -> string = <fun> # The second criterion for tail recursion is that the returned value is the unmodified return value. The Fibonacci function defined previously is not tail-recursive because the return value requires recursive calculations. However, the explode and collapse functions are tail-recursive.

Let us explain the key elements of this source code. Here is the code that instantiates the GLSurfaceView:

mTestHarness = new GLSurfaceView(this);

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<animation-list xmlns:android="http://schemas.android.com/apk/res/android" android:oneshot="false"> <item android:drawable="@drawable/numbers11" android:duration="50" /> <item android:drawable="@drawable/numbers19" android:duration="50" /> </animation-list> The underlying graphics libraries support the standard transformation matrices, allowing scaling, movement, and rotation. A Camera object in the graphics library provides support for depth and projection, which allows 3D-like simulation on a 2D surface. (We ll explore animation further in 6.) Android also supports 3D graphics through its implementation of the OpenGL ES 1.0 standard. OpenGL ES, like OpenGL, is a C-based flat API. The Android SDK, because it s a Java-based programming API, needs to use Java binding to access the OpenGL ES. Java ME has already defined this binding through Java Specification Request (JSR) 239 for OpenGL ES, and Android uses the same Java binding for OpenGL ES in its implementation. If you are not familiar with OpenGL programming, the learning curve is steep. But we ve reviewed the basics here, so you ll be ready to start programming in OpenGL for Android in 10. Starting with release 1.5 Android has simplified OpenGL so that it is approachable to beginning OpenGL programmers. We will cover these improvements in 13. Additionally, that SDK introduced a new concept called live folders, which we will also cover in 13.

Although your functions do not have to do pattern matching, it is a powerful tool and is used widely within the world of OCaml code. So far, you have done pattern matching only on types, but you can pattern match on values as well. Pattern matches must be static; that is, they must be known at compile time. You can, however, use guarded matches to provide for extended matching. Pattern matching must be used to access data structures other than pairs, for example. You can define triplets and quadruplets on-the-fly and then access them by using pattern matching. These sequence types are enforced by the compiler, although they do not have a name. You can name these types if you want, although these kinds of structures are often anonymous. You can also use them as components in any aggregate type. let myfunc x = match x with n,m,z -> (n+m,z+. 4.);; val myfunc : int * int * float -> int * float = <fun> # myfunc (1,2,3.);; - : int * float = (3, 7.) # myfunc 1;; Characters 7-8: myfunc 1;; ^ This expression has type int but is here used with type int * int * float # The preceding function can also be written (and is more commonly written) this way: # let myfunc (n,m,z) = (n+m,z+. 0.4);; val myfunc : int * int * float -> int * float = <fun> You can have a default match, which matches anything. The previous examples used the default match to throw an exception when a parameter is not the right kind of variant of a given type. That is not all you can do, however.

You then tell the view that you don't need a special EGL config chooser and the default will work by doing the following:

mTestHarness.setEGLConfigChooser(false);

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