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Listing 2-22. Using Set Type Methods and Functions # Create two sets >>> s1 = Set(['jython','cpython','ironpython']) >>> s2 = Set(['jython','ironpython','pypy']) # Make a copy of a set >>> s3 = s1.copy() >>> s3 Set(['cpython', 'jython', 'ironpython']) # Obtain a new set containing all elements that are in s1 but not s2 >>> s1.difference(s2) Set(['cpython']) # Obtain a new set containing all elements from each set >>> s1.union(s2) Set(['cpython', 'pypy', 'jython', 'ironpython']) # Obtain a new set containing elements from either set that are not contained in both >>> s1.symmetric_difference(s2) Set(['cpython', 'pypy']) Table 2-7. Mutable Set Type Methods

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With this table, we now can answer several different types of questions, such as: What are the names of the coaches Who is Jane Gilmore s coach Is anyone being coached by someone with a higher handicap Are any women being coached by men None of these questions can be answered by using simple select or project operations. What we require is a self join on the Member table. The easiest way to think of a self join is to see how we make one.

add(item) clear() difference_update(set2) discard(element) intersection_update(set2) pop() remove(element)

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xDOM is a JavaScript library that makes it easier to write cross-browser JavaScript code for client-side manipulation of the DOM. You can find the library in the files xDOM.js and browserDetect.js with your resources. The wrapper needs to use a common method to create documents. It also needs to be able to provide a mechanism for Mozilla to deal with MSXML-specific methods and properties and the application of XSLT stylesheets on the client side. Table 8-3 summarizes the functions available in xDOM.js. Table 8-3. Functions Available in xDOM.js

Adds an item to a set if it is not already in the set Removes all items in a set Returns the set with all elements contained in set2 removed Removes designated element from set if present Returns the set keeping only those elements that are also in set2 Return an arbitrary element from the set Remove element from set if present, if not then KeyError is raised

xDOM.createDOMDocument() _Moz_Document_loadXML(strXML)

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Remember the definition of a join between two tables (from 3): a Cartesian product (all combination of rows from each table) followed by a select comparing a column in each of the tables. For a self join, we think of two copies of the same table. In Figure 5-4, we see part of the Cartesian product between two copies of the Member table. To distinguish the different bits of the product, I ve given the first copy an alias m and the second an alias c (you ll see why in a minute). In the small section of the Cartesian product visible in Figure 5-4, we see the first row (Melissa) from copy m paired with rows from copy c.

Table 2-7. Mutable Set Type Methods (continued)

symmetric_difference_update(set2)

This is the main function in xDOM. It creates a DOM Document. An implementation of loadXML() for the Mozilla DOM. You add a method to the Mozilla DOM to call this function. Replaces the Mozilla DOM load() method. You override the existing method on the Mozilla DOM to call this function. A local event handler used to call fireOnLoad() when the document is loaded in Mozilla. Checks for a parser error and changes the readyState if required.

Columns from first copy of Member (m)

Replace the calling set with a set containing elements from either the calling set or set2 but not both, and return it Returns set including all elements from set2

_Moz_Document_load(strURL)

update(set2)

Columns from second copy of Member (c)

Listing 2-23. More Using Sets # Create >>> s1 = >>> s2 = >>> s3 = three sets Set([1, 2, 3, 4, 5, 6, 7, 8, 9, 10]) Set([5, 10, 15, 20]) Set([2, 4, 6, 8, 10])

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# Remove arbitrary element from s2 >>> s2.pop() 20 >>> s2 Set([5, 15, 10]) # Discard the element that equals 3 from s1 (if exists) >>> s1.discard(3) >>> s1 Set([6, 5, 7, 8, 2, 9, 10, 1, 4]) # Update s1 to include only those elements contained in both s1 and s2 >>> s1.intersection_update(s2) >>> s1 Set([5, 10]) >>> s2 Set([5, 15, 10]) # Remove all elements in s2 >>> s2.clear() >>> s2 Set([]) # Updates set s1 to include all elements in s3 >>> s1.update(s3) >>> s1 Set([6, 5, 8, 2, 10, 4])

For queries about coaching, the interesting rows from the Cartesian product are those where the value of Coach from m is the same as MemberID from c. In Figure 5-4, you can see that the third line contains information about Melissa (from the m copy of Member) and information about her coach (from the c copy of Member). Now you can see why I chose the

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