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trade deficits. What has also been lost is our sense of common purpose [he softens his voice, giving the words gravity], and that s [emphasis] what we have to restore. We may not agree on abortion, but surely we can agree on reducing the number of unwanted pregnancies in this country. [He quickens his cadence to underscore the point. Applause.] The reality of gun ownership may be different for hunters in rural Ohio than they are for those plagued by gang violence in Cleveland, but [emphasis] don t tell me we can t uphold the Second Amendment while keeping AK47s out of the hands of criminals. [His tone ridicules any notion this cannot be done and generates applause.] I know there are differences on same-sex marriage, but surely [emphasis] we can agree that our gay and lesbian brothers and sisters deserve to visit the person they love in a hospital and to live lives free of discrimination. [Applause.] You know, passions may fly on immigration, but I don t know anyone who benefits when a mother is separated from her infant child [he motions his hands apart] or an employer undercuts American wages by hiring illegal workers. But this, too, is part of America s promise [he touches his hands together gently, underscoring the preciousness of the promise], the promise of a democracy where we can find the strength [slight pause] and grace [his voice lingers on the c, highlighting the word grace ] to bridge divides and unite in common effort. I know there are those who dismiss such beliefs as happy talk. They claim that our insistence on something larger [slight pause], something firmer, and more honest in our pub-

The three representations for the expression in Example 11.17 are: Prefix: +*-5xy/6+xz Infix: 5-x*y+6/x+z Postfix (RPN): 5x-y*6xz+/+

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Recall from our discussion of algorithms that a sequential search operates in O(n) time Therefore, the larger the file, the more time a search for any particular item requires That may not be a problem when you re keeping track of the birthdays of your friends, but if you re keeping a record of every MasterCard purchase transaction for millions of customers, the slow retrieval of information by serial search becomes prohibitive Other problems appeared as well For instance, if you store the billing address of the customer in each record of each sale, you waste a lot of space storing data redundantly Suppose that a customer changes their address; you have to rewrite all the transactions on record, using the new address You might decide to solve this problem by putting the billing addresses in a separate file.

Ordinary function syntax uses the prefix representation. The expression in Example 11.17 could be evaluated as

sum(product(difference(5, x), y), quotient(6, sum(x, z)))

That would save space in the transaction file, but now in order to compute a customer s bill, you must search serially through two files DATABASE TYPES Starting in the late 1960s, database systems were developed to deal with these and other problems Two early types of databases were the hierarchical and networking types IBM offered DL/1, a hierarchical database, and various other hardware and software companies offered networking databases on the CODASYL (Conference On DAta SYstems Language, Database Task Group) model IDMS was a particularly successful CODASYL database The hierarchical and networking database structures organized files together to provide more rapid access to the information, better security, and easier updates However, the structures were complex, tied to the implementation details of the file system, and fairly rigid In 1970, E F.

Some scientific calculators use RPN, requiring both operands to be entered before the operator. The next algorithm can be applied to a postfix expression to obtain its value. Algorithm 11.7 Evaluating an Expression from Its Postfix Representation To evaluate an expression represented in postfix, scan the representation from left to right: 1. Create a stack for operands. 2. Repeat steps 3 9 until the end of representation is reached. 3. Read the next token t from the representation. 4. If it is an operand, push its value onto the stack. 5. Otherwise, do steps 6 9: 6. Pop a from the stack. 7. Pop b from the stack. 8. Evaluate c = a t b. 9. Push c onto the stack. 10. Return the top element on the stack.

CHAP. 11]

Codd (Edgar, Ted, an Englishman who moved to the US after serving in WWII) of IBM proposed the relational database model The relational model relied heavily on mathematical theory At the time, it may have sounded dreamy, as data were simply to be stored in tables (called relations ) Each relation/ table would maintain information about one entity type (type of thing), and entities would be related to one another by virtue of information stored in the tables, rather than by external pointers or other devices..

Figure 11.20 shows the evaluation of the expression in Example 11.18 using 2 for x, 3 for y, and 1 for z:

A BinaryTree CLASS Here is a class for binary trees that directly implements the recursive definition. (See page 200.) By extending the AbstractCollection class, it remains consistent with the Java Collections Framework. (See 4.)

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