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a tedious and error prone process, so it would normally only be used for quite small arrays, especially if they have two or more dimensions We can also create 3-D, 4-D, etc arrays, with or without initialization In theory we can declare arrays with up to 32 dimensions, although Microsoft s Visual Basic documentation on arrays suggests that arrays with more than three dimensions are rare This is probably because most programmers would have trouble trying to keep track of what they are doing with the elements of, eg a 12-D array A single-dimensional array is like a list, a 2-D array is like a table, and a 3-D array is like a 3-D matrix of cells you could picture that as a sort of block of ats arrangement, where the rst dimension indicates the oor number, and the second and third dimensions indicate the location of a single at within a 2-D matrix However, you might nd it dif cult to imagine the layout of a 4-D array simply because you have run out of physical dimensions to imagine; a physicist might get by imagining the 4th dimension as the same block-of- ats over a period of discrete time intervals, but by this stage even physicists might have trouble keeping the picture simple enough to work with There is another, more immediate reason why high-dimensional arrays are not used much in programs Let s assume a small application that uses arrays needs each dimension to have 100 elements For a 1-D array, this is 100 individual variables, for a 2-D array, 10 000, for a 3-D array, 1 000 000 By the time we get to 5-D, there are 100 000 000 elements and we re getting close to lling up the memory of a PC with a generous allocation of memory (currently, 256 Mbytes of memory is pretty normal, and since 100 000 000 integers will occupy 400 000 000 bytes of storage space, this 5-D array would more than ll the memory of a well-speci ed PC) You ll nd most of the example programs in this book that use arrays stick with the 1-D variety This is partly because the code in such examples is a little easier, but also partly because we can use classes to manage the complexity of multidimensional data structures Using objects which encapsulate the functionality of arrays (or other list-like data structures) is a useful way of managing this type of complexity, as we ll see later.

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Of course, these code examples show us how to work with an array, and although they serve to explain something about accessing array elements, it is an unlikely you will want to do these things in a real program (having an array where each element s value matches its index position in the array, or each element has the same value, or each element s value is already known at the start of the program seems a bit of a waste) On the other hand, Listing 67 could be considered useful in many situations

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In this example, the constructor takes parameters having the same names as the elds to be initialized This is simpler than having to invent different names for the parameters and is not too confusing in this stylized context In general, however, it is considered poor style to have local variables with the same names as elds

1444 Execution of Local Variable Declarations A local variable declaration statement is an executable statement Every time it is executed, the declarators are processed in order from left to right If a declarator has an initialization expression, the expression is evaluated and its value is assigned to the variable If a declarator does not have an initialization expression, then a Java compiler must prove, using exactly the algorithm given in 16, that every reference to the variable is necessarily preceded by execution of an assignment to the variable If this is not the case, then a compile-time error occurs

Sub Main() Dim names(5) As String Dim index As Integer For index = 0 To 5 ConsoleWrite("Enter name:") names(index) = ConsoleReadLine()

class Pair { Object first, second; public Pair(Object first, Object second) { thisfirst = first; thissecond = second; } }

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