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s 2 through 5 dealt with the basic constructs of F# functional and imperative programming, and by now we trust you re familiar with the foundational concepts and techniques of practical, small-scale F# programming. This chapter covers language constructs related to object-oriented (OO) programming. We assume some familiarity with the basic concepts of OO programming, although you may notice that our discussion of objects deliberately deemphasizes techniques such as implementation inheritance. The first part of this chapter focuses on OO programming with concrete types. You re then introduced to the notion of object interface types and some simple techniques to implement them. The chapter covers more advanced techniques to implement objects using function parameters, delegation, and implementation inheritance. Finally, it covers the related topics of modules (which are simple containers of functions and values) and extensions (in other words, how to add ad hoc dot-notation to existing modules and types). 7 covers the topic of encapsulation.

complain loudly at your app vendors to sign their applications. For more information on managing the MCX system, consult the book Enterprise Mac Administrator s Guide, by Charles Edge, Beau Hunter, and Zack Smith (Apress, 2009). Parental controls utilize a very similar system to restrict application access, though its interface is greatly simplified, shown in Figure 6 7.

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One of the most important activities of OO programming is defining concrete types equipped with dotnotation. A concrete type has fixed behavior: that is, it uses the same member implementations for each concrete value of the type. You ve already met many important concrete types, such as integers, lists, strings, and records (introduced in 3). It s easy to add OO members to concrete types. Listing 6-1 shows an example. Listing 6-1. A Vector2D Type with Object-Oriented Members /// Two-dimensional vectors type Vector2D = { DX: float; DY: float } /// Get the length of the vector member v.Length = sqrt(v.DX * v.DX + v.DY * v.DY) /// Get a vector scaled by the given factor member v.Scale(k) = { DX=k*v.DX; DY=k*v.DY } /// Return a vector shifted by the given delta in the X coordinate member v.ShiftX(x) = { v with DX=v.DX+x } /// Return a vector shifted by the given delta in the Y coordinate member v.ShiftY(y) = { v with DY=v.DY+y }

One very notable aspect of Parental Controls: though the system can utilize application signing, the GUI does not provide facilities to sign unsigned applications themselves. Therefore, any allowed application that is not signed represents a potential hole for a user to exploit in the system; it is possible for any program to then pose as that unsigned application, and then all kinds of unscrupulous shenanigans can occur. If you intend to utilize application restrictions through parental controls, consider signing any unsigned applications yourself. We ll discuss how to do so in the next section. NOTE: For more information about setting up Parental Controls, see 3.

/// Return a vector shifted by the given distance in both coordinates member v.ShiftXY(x,y) = { DX=v.DX+x; DY=v.DY+y } /// Get the zero vector static member Zero = { DX=0.0; DY=0.0 } /// Return a constant vector along the X axis static member ConstX(dx) = { DX=dx; DY=0.0 } /// Return a constant vector along the Y axis static member ConstY(dy) = { DX=0.0; DY=dy } You can use the properties and methods of this type as follows: > let v = {DX = 3.0; DY=4.0 };; val v : Vector2D > v.Length;; val it : float = 5.0 > v.Scale(2.0).Length;; val it : float = 10.0 > Vector2D.ConstX(3.0);; val it : Vector2D = {DX = 3.0; DY = 0.0} As usual, it s useful to look at inferred types to understand a type definition. Here are the inferred types for the Vector2D type definition of Listing 6-1. type Vector2D = { DX: float; DY: float } member Length : float member Scale : k:float -> Vector2D member ShiftX : x:float -> Vector2D member ShiftY : y:float -> Vector2D member ShiftXY : x:float * y:float -> Vector2D static member Zero : Vector2D static member ConstX : dx:float -> Vector2D static member ConstY : dy:float -> Vector2D You can see that the Vector2D type contains the following: A collection of record fields One instance property (Length) Four instance methods (Scale, ShiftX, ShiftY, ShiftXY) One static property (Zero) Two static methods (ConstX, ConstY)

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