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As I already stated, relational algebra has an open-ended set of operators; I m focusing on some of the most useful ones. I already pointed out how the Rename operator is useful. Without it, any nonunary operators operators that accept more than one relation as parameters would be very limited. The Rename operator assigns an alias to an attribute or to a relation in a query. Note that it is practical to have aliases for relations as well as for attributes because a single query can refer to the same relation more than once. A language that supports relational algebra is said to be relationally complete; however, this doesn t mean that it is computationally complete as well. I haven t yet introduced an operator that would return a computed attribute in the resulting relation. The Extend operator is the operator that adds a named expression (which evaluates to a scalar value) to the resulting relation. Note that this expression is not limited to computations between attributes of a single tuple only; the expression can also work on multiple tuples if it aggregates multiple input values to a single output value. Figure 3-6 shows the Rename and the Extend operators, with aliased and added attributes in darker color with pattern.



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The Extend operator does horizontal, or tuple-wise, computations. We need an operator for vertical, or attribute-wise, computations as well. The operator that does vertical computations is the Summarize operator (shown in Figure 3-7); it combines a projection on attributes over which the vertical computation is made with an extension of the resulting relation to include aggregate computations. Semi joins are joins that return tuples from one relation based on the existence of related tuples in the other relation. A left Semijoin operator (shown in Figure 3-8) returns tuples from the left relation, and a right Semijoin operator returns tuples from the right relation.





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. 1 . . Add a cache profile to the site s web .config file . If web .config isn t already there, go ahead and add one to the project . Then, add a cache profile to web .config nested between the system .web opening and closing tags . Name the cache profile profile .

The first version takes no parameters, causes the exception to be thrown, and begins the process of terminating the thread. The second overload takes an object as an argument, which is made available through the exception, and can be used to tidy up. It's possible to catch a ThreadAbortException, but this doesn't prevent the thread from being killed. The exception will be thrown again at the end of the try catch block, but only after any finally blocks have been executed. This presents an opportunity to clean up any incomplete state and to ensure that any resources are correctly released.

3 Summarize x1 x1 x2 x2 y1 y2 y1 y2 z1 z2 z3 z4 x1 x2 f (z1,z2) f (z3,z4)

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Graph theory is one of the most powerful theories in mathematics It was developed by Leonhard Euler when he was studying a famous historical mathematical problem called The Seven Bridges of K nigsberg Here s a short description of the problem from Wikipedia: The city of K nigsberg in Prussia (now Kaliningrad, Russia) was set on both sides of the Pregel River, and included two large islands which were connected to each other and the mainland by seven bridges The problem was to nd a walk through the city that would cross each bridge once and only once In graph theory, a graph is a set of items (called nodes or vertices) and connections (called edges) between pairs of items The nodes are abstract static items, and the edges can represent associations or relationships between nodes.

The following fragment shows how this may be done:

<configuration> <system.web> <caching> <outputCacheSettings> <outputCacheProfiles> <add name="profile" duration="60" varyByParam="TextBoxName" /> </outputCacheProfiles> </outputCacheSettings> </caching> </system.web> </configuration>

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