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Obviously, this alternative isn t a good choice in all cases. In the grading example, you could probably use it; if you had only 100 discrete percentage points, the memory cost of setting up an index array wouldn t be prohibitive. If, on the other hand, you had the probability data mentioned above, you couldn t set up an indexing scheme because you can t key into entries with numbers like 0.458747 and 0.547651. In some cases, any of the several options might work. The point of design is choosing one of the several good options for your case. Don t worry too much about choosing the best one. As Butler Lampson, a distinguished engineer at Microsoft, says, it s better to strive for a good solution and avoid disaster rather than trying to find the best solution (Lampson 1984).

-- join r1 with o1 -- join r2 with o2 ----o1 and o2 same course o1 earlier than o2 trainer o1 attends o2 trainer o2 attends o1

2

Put the stair-step table lookup into its own routine When you create a transformation function that changes a value like StudentGrade into a table key, put it into its own routine.

A few other examples of table lookups appear in other sections of the book. They re used in the course of discussing other techniques, and the contexts don t emphasize the table lookups per se. Here s where you ll find them:

COURSE SENIOR JUNIOR ------ -------- -------JAV 7566 7876 SQL> This solution uses a join, for a change. 3. Which employees never taught a course Solution 9-3a. Using NOT IN SQL> select e.* 2 from employees e 3 where e.empno not in (select o.trainer

After quickly digesting the slide, audience attention turns to the speaker and the narration. There is no extraneous information to detract attention.

CC2E.COM/ 1872

Looking up rates in an insurance table: Section 16.3, Creating Loops Easily from the Inside Out Using decision tables to replace complicated logic: Use decision tables to replace complicated conditions in Section 19.1. Cost of memory paging during a table lookup: Section 25.3, Kinds of Fat and Molasses Combinations of boolean values (A or B or C): Substitute Table Lookups for Complicated Expressions in Section 26.1 Precomputing values in a loan repayment table: Section 26.4, Expressions.

offerings o);

Have you considered table-driven methods as an alternative to complicated logic Have you considered table-driven methods as an alternative to complicated inheritance structures Have you considered storing the table s data externally and reading it at run time so that the data can be modified without changing code If the table cannot be accessed directly via a straightforward array index (as in the Age example), have your put the access-key calculation into a routine rather than duplicating the index calculation in the code

FIGURE 2-19 A BBP slide, shown here in Normal view, guides the attention of working memory from the

Tables provide an alternative to complicated logic and inheritance structures. If you find that you re confused by a program s logic or inheritance tree, ask yourself whether you could simplify by using a lookup table. One key consideration in using a table is deciding how to access the table. You can access tables using direct access, indexed access, or stair-step access. Another key consideration in using a table is deciding what exactly to put into the table.

Solution 9-3b. Using NOT EXISTS SQL> select e.* 2 from employees e 3 where not exists (select o.trainer 4 from offerings o 5 where o.trainer = e.empno); EMPNO ----7499 7521 7654 7698 7782 7839 7844 7900 7934 ENAME -------ALLEN WARD MARTIN BLAKE CLARK KING TURNER JONES MILLER INIT ----JAM TF P R AB CC JJ R TJA JOB MGR BDATE MSAL COMM DEPTNO -------- ----- ----------- ----- ----- -----SALESREP 7698 20-FEB-1961 1600 300 30 SALESREP 7698 22-FEB-1962 1250 500 30 SALESREP 7698 28-SEP-1956 1250 1400 30 MANAGER 7839 01-NOV-1963 2850 30 MANAGER 7839 09-JUN-1965 2450 10 DIRECTOR 17-NOV-1952 5000 10 SALESREP 7698 28-SEP-1968 1500 0 30 ADMIN 7698 03-DEC-1969 800 30 ADMIN 7782 23-JAN-1962 1300 10

19.2 Compound Statements (Blocks) 19.3 Null Statements 19.4 Taming Dangerously Deep Nesting 19.5 A Programming Foundation: Structured Programming 19.6 Control Structures and Complexity