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A hash table (also called a map, a lookup table, an associative array, or a dictionary) is a container that allows direct access by any index type. It works like an array or vector except that the index variable need not be an integer. A good analogy is a dictionary; the index variable is the word being looked up, and the element that it indexes is its dictionary definition. A table is a sequence of pairs. The first component of the pair is called the key. It serves as the index into the table, generalizing the subscript integer used in arrays. The second component is called the value of its key component. It contains the information being looked up. In the dictionary example, the key is the word being looked up, and the value is that word s definition (and everything else listed for that word). A table is also called a map because we think of the keys being mapped into their values, like a mathematical function: f(key) = value. Tables are also called an associative arrays because they can be implemented using two parallel arrays; the keys in one array and the Figure 8.1 The Map classes of the JCF values in the other. THE JAVA Map INTERFACE The Java Collections Framework includes a Map interface, as shown in Figure 8.1. It is defined in the java.util package like this:

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(a) x(n) = (--l)"u(n)

The order in which the key/value pairs were stored in the HashMap object in Example 8.1 seems to be random and unrelated to the order in which the pairs were inserted. The next example verifies this. EXAMPLE 8.2 Java HashMap Objects Are Hash Tables

( b ) x(n) = ;u(n - I)

public interface Map { int size(); boolean isEmpty(); boolean containsKey(Object key); boolean containsValue(Object value); Object get(Object key); Object put(Object key, Object value); Object remove(Object key); void putAll(Map map); void clear();

This program creates two independent HashMap objects and loads them with the same key/value pairs but in different orders:

where X(z) = sinzr'. Find Y(z).

CHAP. 8]

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If x(n) is an absolutely summable sequence with a rational z-transform that has poles at z = f and z = 2, what can be said about the extent of x(n) (i.e., finite in length, right-sided, etc.)

1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19

Find the values of x(n) for all n < 0. Use the z-transform to perform the convolution of the following two sequences:

public Set keySet(); public Collection values(); public Set entrySet(); public interface Entry { Object getKey(); Object getValue(); Object setValue(Object value); boolean equals(Object o); int hashCode(); } boolean equals(Object o); int hashCode(); }

Evaluate the following summation:

public class TestHashTable { public static void main(String[] args) { Map map1 = new HashMap(); map1.put("Tor","gate"); map1.put("Rad","wheel"); map1.put("Tag","day"); map1.put("Uhr","clock"); map1.put("Hut","hat"); map1.put("Ohr","ear"); System.out.println("map1=" + map1); Map map2 = new HashMap(); map2.put("Rad","wheel"); map2.put("Uhr","clock"); map2.put("Ohr","ear"); map2.put("Tag","day"); map2.put("Tor","gate"); map2.put("Hut","hat"); System.out.println("map2=" + map2); }

4.55 4.56 4.57

THE HashMap CLASS As the class hierarchy in Figure 8.1 shows, Java defines four implementations of its Map interface: the AbstractMap class, the HashMap class, the TreeMap class, and the WeakHashMap class. EXAMPLE 8.1 A German-English Dictionary

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Find the inverse z-transform of X(z) = coszp'. Assume that the ROC includes the unit circle, Izl = 1. Find the inverse z-transform of X(z) = e'. Assume that the ROC includes the unit circle, lzl = 1. Find the inverse z-transform of z5 - 3 X(z) = 1 - z-S lzl > I

The output is:

1 X(z) = 2-2

This program uses the HashMap class to build a German-English dictionary:

4.62 4.63

map1={Rad=wheel, Uhr=clock, Ohr=ear, Tor=gate, Hut=hat, Tag=day} map2={Rad=wheel, Uhr=clock, Ohr=ear, Tor=gate, Hut=hat, Tag=day} The order in which the key/value pairs are stored in the HashMap table is reflected by the output from the toString() method. That stored order is same in both tables, independent of the order in which they were inserted. Note that it is also the same stored order in the HashMap table in Example 8.1.

Find the one-sided z-transform of the sequences x(n) = (:)In. Let Xl(z) be the one-sided z-transform of x ( n ) . (a) Find the one-sided z-transform of y(n) = x(n - I).

1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20

+ 3).

JAVA HASH CODES The order in which the key/value pairs are stored in a HashMap table depends only upon the capacity of the table and the values of objects the hash codes. Recall ( 4) that every object in Java is given an intrinsic hash code, which is computed from the actual hard data stored in the object. The Object.hashCode() method returns that code for each object.

Find the solution to the following linear constant coefficient difference equations:

public class TestDictionary { public static void main(String[] args) { Map map = new HashMap(); map.put("Tag","day"); map.put("Hut","hat"); map.put("Uhr","clock"); map.put("Rad","wheel"); map.put("Ohr","ear"); map.put("Tor","gate"); System.out.println("map=" + map); System.out.println("map.size()=" + map.size()); System.out.println("map.keySet()=" + map.keySet()); System.out.println("map.values()=" + map.values()); System.out.println("map.get(\"Uhr\")=" + map.get("Uhr")); System.out.println("map.remove(\"Rad\")=" + map.remove("Rad")); System.out.println("map.get(\"Rad\")=" + map.get("Rad")); System.out.println("map=" + map); System.out.println("map.size()=" + map.size()); } }

y(n)

CHAP. 8]

The output is:

+ y(n - 2) = 6(n)with y ( - I )

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