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ADVANCED TOPIC C# Properties Technically, the Length member referred to in the following section is not actually a method, as indicated by the fact that there are no parentheses following its call Length is a property of string, and C# syntax allows access to a property as though it were a member variable (known in C# as a field) In other words, a property has the behavior of special methods called setters and getters, but the syntax for accessing that behavior is that of a field Examining the underlying CIL implementation of a property reveals that it compiles into two methods: set_<PropertyName> and get_<PropertyName> Neither of these, however, is directly accessible from C# code, except through the C# property constructs See 5 for more detail on properties



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To determine the length of a string you use a string member called Length This particular member is called a read-only property As such, it can t be set, nor does calling it require any parameters Listing 213 demonstrates how to use the Length property, and Output 211 shows the results





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Let s add some domain relationships to our domain model Unlike classes, we don t have to worry about confusing domain relationships with C# relationships, because there is no such thing as a C# relationship! So we usually simply talk about relationships Each relationship has a direction, from left to right The left end is the source and the right end is the target of the relationship There are two kinds of relationships, called embeddings and references Embeddings are represented by shapes connected by solid lines, and references are represented by shapes connected by dashed lines As we ll see, embeddings and references have quite different characteristics, especially in the way that they in uence the way that the language is visualized and serialized We start by looking at reference relationships

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Another example is the distributivity of addition through minimum: x+(y\z] = (x+y)l(x+z) We use this rule all the time when giving directions Suppose you are standing on a street corner and a stranger asks you the way to, say, the nearest supermarket Suppose also that you know the route well but realize that it is complicated, too complicated for the stranger to remember So, you point in a particular direction and say 'go down this street and, at the next junction, ask the way again' You can be confident that your directions will not send the stranger out of their way because of the distributivity of addition through minimum! To see this, just think of x as the distance to the next junction, and y and z the distances from the next junction to the supermarket by alternative routes.

class PalindromeLength { static void Main() { string palindrome; SystemConsoleWrite("Enter a palindrome: "); palindrome = SystemConsoleReadLine(); SystemConsoleWriteLine( "The palindrome, \"{0}\" is {1} characters", palindrome, palindromeLength); } }

OUTPUT 211:

We ll add a Comment domain class to the example and introduce a reference relationship so that a Comment can be associated with any number of StateElements, and a StateElement can have any number of Comments The store at DSL runtime will contain MELs representing StateElements and Comments, connected by links of the new relationship as shown by the dashed lines in Figure 3-10

The distance to the supermarket from where you are standing is (x+y)l(x+z) this is the choice you make in your head but it is also x+(yiz), this corresponding to walking a distance x to the next junction and then choosing the route again Since the two are equal, it makes no difference whether the choice of route from the junction is decided immediately or postponed until the junction has been reached Sometimes distributivity properties involve a change in the operator Multiplication of real numbers is translated into addition, and vice versa, by the rules of logarithms and exponentiation: In(xxy) = Inx + Iny , In words, the logarithm function distributes through multiplication turning it into addition, and exponentiation distributes through addition turning it into multiplication It is clear that a distributivity property can be extended from two operands to a finite, non-zero number of operands.

The length for a string cannot be set directly; it is calculated from the number of characters in the string Furthermore, the length of a string cannot change because a string is immutable

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