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14 rows selected. SQL> The result in Listing 8-11 shows no rows for department 40, for an obvious reason: that department does exist in the DEPARTMENTS table, but it has no corresponding employees. In other words, if tuple variable d refers to department 40, there is not a single row e in the EMPLOYEES table to make the WHERE clause evaluate to TRUE. If you want the fact that department 40 exists to be reflected in your join results, you can make that happen with an outer join. For outer joins in Oracle, you can choose between two syntax options: The old outer join syntax, supported by Oracle since many releases, and implemented many years before the ANSI/ISO standard defined a more elegant outer join syntax The ANSI/ISO standard outer join syntax We will discuss an example of both outer join syntax variants, based on the regular join in Listing 8-11.



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For the vast majority of programming in C#, you don t need to know anything about the hardware underneath. If you re doing bitwise manipulation of signed numbers, however, it can be helpful to know about the numeric representation. The underlying hardware represents signed binary numbers in a form called two s complement. In two s-complement representation, positive numbers have their normal binary form. To negate a number, you take the bitwise negation of the number and add 1 to it. This process turns a positive number into its negative representation, and vice versa. In two s complement, all negative numbers have a 1 in the leftmost bit position. Figure 8-6 shows the negation of the number 12.





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Figure 8-6. To get the negation of a two s-complement number, take its bitwise negation and add 1. The underlying representation is important when shifting signed numbers because the result of shifting an integral value one bit to the left is the same as multiplying it by two. Shifting it to the right is the same as dividing it by two. If, however, you were to shift a negative number to the right and the leftmost bit were to be filled with a 0, it would produce the wrong result. The 0 in the leftmost position would indicate a positive number. But this is incorrect, because dividing a negative number by 2 doesn t produce a positive number.

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Start by grabbing an NSArrayController from the Library, and dragging it to your main nib window Just like we ve done with the other array controllers, we want to give this controller a name that is short but meaningful This controller is going to handle a list of MythicalPersons, but we ve already got an array controller called Persons, and anyway we want to make it easy to see that there s some context to this (it will only show people that are members of the selected band), so let s name this one BandMembers in the main nib window Then, with the new array controller still selected, open the Attributes Inspector, and in the Object Controller section set the Mode to Entity, and the Entity Name to MythicalPerson Click to turn on the Prepares Content checkbox.

First, change the fourth line of the command in Listing 8-11 and add a plus sign between parentheses, as shown in Listing 8-12. Listing 8-12. The (+) Outer Join Syntax SQL> 2 3 4 5 select , from where order d.deptno, d.location e.ename, e.init employees e, departments d e.deptno(+) = d.deptno by d.deptno, e.ename;

To address this situation, when the operand is a signed integer, if the leftmost bit of the operand is a 1 (indicating a negative number), bit positions opening up on the left are filled with 1s rather than 0s. This maintains the correct two s-complement representation. For positive or unsigned numbers, bit positions opening up on the left are filled with 0s. Figure 8-7 shows how the expression 14 << 3 would be evaluated in a byte. This operation causes the following: Each of the bits in the operand (14) is shifted three places to the left. The three bit positions vacated on the right end are filled with 0s. The resulting value is 112.

DEPTNO -------10 10 10 20 20 20 20 20 30 30 30 30 30 30 40

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