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for (Iterator it = countries.iterator(); it.hasNext(); ) { System.out.printf("%s ", it.next()); } This is analogous to using a for loop to traverse an array: for (int i = 0; i < countries.length; i++) { System.out.printf("%s ", countries[i]); } Java 5.0 introduced the for-each construct for simplifying for loops: for (String country : countries) { System.out.printf("%s ", country); } Here, the String variable country takes the place of the indexed expression countries[i].

This same code also replaces the iterator loop! Thus, the program in Example 4.6 works the same way if we replace lines 16 19 with this simpler for-each loop:

We ll now execute the query in the BEx Analyzer. Notice the document icon on customer 1172, shown in the first of the following illustrations. We can open this document with a single click of the icon. We see that we can view current documents as well as create additional documents and change existing ones. This functionality is shown in the second illustration. Notice that the original document created in the system doesn t have the flag for change/edit, but the one that is being created in the BEx Analyzer does.

for (String country : port) { System.out.printf("%s ", country); } This code implicitly invokes the port collection s iterator() method, generating an implicit iterator, which then implicitly invokes the hasNext() and next() methods within the loop to traverse the collection. The declared variable country takes the place of the expression it.next()

inside the loop. Figure 4.5 illustrates the iterator it2 that traverses the port collection in Example 4.6. The essential feature is that the iterator locates one element at a time in the collection. It is up to the collection s iterator() method to determine the algorithm by which its iterator traverses the collection. THE TreeSet CLASS

The level of real wages depends on the productivity of labor. Real wages are higher the greater the amount of capital available per worker, the more advanced the technology, and the greater the availability of natural resources (fertile land, mineral deposits, etc.). In preceding chapters, we saw that rms demand labor (and other resources) in order to produce the products demanded by consumers. By adding each rm s demand for labor, we get the market demand for labor. The market supply of labor depends on the population size, the proportion of the population in the labor force, the state of the economy (such as boom or recession), and the level of real wages. The competitive equilibrium real-wage rate is determined at the intersection of the market demand and supply of labor curves. The rm then hires labor until the marginal revenue product of labor (MRPL) or its demand for labor (dL ) equals the wage rate. Example 17.1 In Panel B of Figure 17-1, the competitive equilibrium real-wage rate of $6 per hour is determined at the intersection of the market demand and supply of labor. The supply of labor to the competitive rm of Panel A (sL) is horizontal at the wage rate of $6. This means that the rm is so small (say, one of 1,000 identical rms in the market) that it can hire any quantity of labor at the equilibrium market wage rate without affecting that wage rate. To maximize total pro ts the rm hires 30 units of labor because MRPL = W = $6 at 30 units of labor.

In addition to the Set interface, the TreeSet class also implements 6 methods specified by the SortedSet interface (Figure 4.6) and 13 methods specified by its NavigableSet extension (Figure 4.7). These additional 19 methods require implementing classes to maintain an ordering mechanism among their elements, allowing them to be compared for size. In Java, there are two ways for objects to be compared: either by means of their natural ordering or by the application of an external Comparator object. Classes whose objects enjoy a natural order implement the comparable interface. These include the wrapper classes (Integer, Double, etc.), the BigInteger and BigDecimal classes in the java.math package, and the String class. User-defined orderings can be defined for a class by implementing the Comparator interface, which is part of the JCF. It specifies a compare() method, which returns an int that indicates

how its two arguments are ordered: compare(x,y) > 0 means that x is greater than y, compare(x,y) < 0 means that x is less than y, and compare(x,y) == 0 means that x equals y. A Comparator object can be passed to a SortedSet constructor to specify how the elements should be ordered. EXAMPLE 4.7 Constructing a TreeSet Collection with a Comparator Object