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We say the sequential search algorithm is (n) because in the average case, and the worst case, its performance slows in proportion to n, the length of the list Sometimes algorithms are characterized for best-case performance, but usually average performance, and particularly worst-case performance are reported The average case is usually better for setting expectations, and the worst case provides a boundary upon which one can rely Insertion sort An example of order of growth n2 Q(n2) Programmers have designed many algorithms for sorting numbers, because one needs this functionality frequently One sorting algorithm is called the insertion sort, and it works in a manner similar to a card player organizing his hand Each time the algorithm reads a number (card), it places the number in its sorted position among the numbers (cards) it has already sorted On the next page we show the pseudocode for the insertion sort.

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7.2 7.3

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The AbstractList class implements the methods of the List interface, including the 10 index methods listed above in the answer to Question 7.1 which are not in the AbstractCollection class. The AbstractSequentialList class is designed to serve as a base class for linked list classes. It specifies the two abstract methods listIterator() and size() which must be implemented by any concrete subclass. The ListIterator class extends the Iterator class in a way that is analogous to the way the AbstractSequentialList class extends the AbstractList class. (See the answer to Question 7.2 above.) Ordinary Iterator objects are unidirectional iterators that iterate on array lists; ListIterator objects are bidirectional iterators that iterate on linked lists. Instances of the ArrayList class use contiguous, indexed, direct access (array) storage. Instances of the LinkedList class use linked (sequential) access storage. So array lists provide faster access, while linked lists provide faster modifications (insertions and removals). There isn t much difference between an ArrayList object and a Vector object: They both provide direct indexed access. As part of the Java Collections Framework, the ArrayList class was introduced more recently, in Java 1.2, and so it is probably more preferred. The Vector class has about twice as many methods, but many are redundant and consequently a bit confusing. An ArrayList object should be preferred when frequent lookups are expected. A LinkedList object should be preferred when frequent additions and/or removals are expected. (See the answer to Question 7.6 above.)

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In this case, we use two variables, number_index and sorted_index, to keep track of two positions in the list of numbers We consider the list as two sets of numbers We start with only one set of numbers the numbers we want to sort However, immediately the algorithm considers the list to be comprised of two sets of numbers; the first set consists of the first number in the original list, and the second set consists of all the rest of the numbers The first set is the set of sorted numbers (like the cards already sorted in your hand), and the second set is the remaining set of unsorted numbers The sorted set of numbers starts out containing only a single number, but as the algorithm proceeds, more and more of the unsorted numbers will be moved to their proper position in the sorted set.

void loadRandomLetters( LinkedList list, int n) { list.clear(); while (0 < n--) list.add("" + (char)('A' + (int)(Math.random()*26))); } void printForward(LinkedList list) { for (ListIterator itr=list.listIterator(); itr.hasNext(); ) System.out.println(itr.next()); } void printBackward(LinkedList list) { ListIterator itr=list.listIterator(list.size()); while (itr.hasPrevious()) System.out.println(itr.previous()); } void exchange(LinkedList list, int i, int j) { Object ithObj = list.get(i); Object jthObj = list.get(j) ; list.set(i,jthObj); list.set(j,ithObj); }

The solution to the generalized Josephus Problem:

The variable number_index keeps track of where we are in the list of unsorted numbers; it starts at 2, the first number which is unsorted The variable sorted_index keeps track of where we are among the sorted numbers; it starts at 1, since the first element of the original list starts the set of sorted numbers The algorithm compares the next number to be inserted into the sorted set against the largest of the sorted numbers If the new number is smaller, then the algorithm shifts all the numbers up one position in the list This repeats, until eventually the algorithm will find that the new number is greater than the next sorted number, and the algorithm will put the new number in the proper position next to the smaller number It s also possible that the new number is smaller than all of the numbers in the sorted set.

public class Josephus public static final public static final public static final { int SOLDIERS = 11; int SKIP = 2; String ALPHA = "ABCDEFGHIJKLMNOPQRSTUVWXYZ";

CHAP. 7]

The algorithm will know that has happened when sorted_index becomes 0 In that case, the algorithm inserts the new number as the first element in the sorted set..

public static void main(String[] args) { Ring<String> ring = new Ring<String>(); for (int i=0; i<SOLDIERS; i++) { ring.add(ALPHA.substring(i, i+1)); } System.out.println(ring); Iterator<String> it = ring.iterator(); String killer = it.next(); String victim = null; while (ring.size() > 1) { for (int i = 0; i <= SKIP; i++) { victim = it.next(); } if (victim == killer) { victim = it.next(); } System.out.println(killer + " killed " + victim); it.remove(); killer = it.next(); } System.out.println("The lone survivor is " + it.next()); } }

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