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The recurrence becomes T(n) = 2T(n/2) + (lg n), which we know (for example, by the master theorem) is linear 6-10 First, heaps give you direct access to the minimum (or maximum) node This could, of course, be implemented by maintaining a direct pointer to the leftmost (or rightmost) node in a search tree as well Second, the heaps allows you to maintain balance very easily, and because it is perfectly balanced, it can be represented very compactly, leading to very low overhead (you save one reference per node, and you can keep the values located in the same memory area, for example) Finally, building a (balanced) search tree takes loglinear time, while building a heap takes linear time 6-13 For random input, it wouldn t really make any difference (except the cost of the extra function call).

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to the page without using scaffolding. However, we haven t yet explained how those message names are derived. Now that we ve gone over constraints, we ll explain the validation messages. As you may have guessed from looking at the messages in messages.properties and looking at the constraints, there is a roughly one-to-one ratio between constraints and messages, with an added error message for the custom constraints. Let s take a look at the Todo example. We ll be focusing on three constraints: name, priority, and completeDate. Listing 6-24 shows what those three validations look like.

find out which interconnect address and protocol RAC instances use modify data structures in the SGA In all likelihood, the last item will be relevant only to Oracle Support personnel.

name(blank:false) priority(blank:false) completeDate(nullable:true, validator: { val, obj -> if (val != null) { return val.after(obj.createDate) } return true } )

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In general, though, it would mean that no single input would be guaranteed to always elicit worst-case behavior 6-15 Here you can use the pigeonhole principle (if you try to fit more than n pigeons into n pigeonholes, at least one hole will hold at least two pigeons) Divide the square into four of side n/2 If you have more than four points, one of these must hold at least two points By simple geometry, the diagonal of these squares is less than d, so this is impossible 6-16 Just do a pass over the data before you start, removing co-located points They re already sorted, so finding duplicates would only be a linear-time operation.

When using ORADEBUG, the basic workflow is as follows: 1. Start SQL*Plus and connect as SYSDBA. 2. Attach to a process of an ORACLE instance. 3. Issue one or more ORADEBUG commands. 4. Examine screen output or trace files. 5. Detach from the process (occurs automatically when exiting from SQL*Plus or attaching to another process).

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If you run this on one of the Todo pages and don t fill in the name or a date that comes after the create date, Grails will display the page shown in Figure 6-4. As you can see, it s a normal validation; however, the messages are ugly and not something you d want to show to your end users. As we said in 5, you could easily change these error messages to something a bit less ugly, but they would still lack specificity. In other words, right now, the messages in the message bundles are geared toward the type of validation, as opposed to being tied to the screen they originated from. Grails does something pretty interesting. It has a hierarchy lookup of messages, and that hierarchy is based on many things, including the name of the domain object, the column, the type of validation, and the type of object involved. Table 6-3 lists the order of the validation lookup for the Todo domain and name property having a blank validation.

Now, when running the algorithm, the slices along the midline can, at most, hold six points (do you see why ), so you now need to compare to at most five following points in the y-sequence 6-17 This is very similar to how the lower bound for sorting is used to prove the lower bound for the convex hull problem: you can reduce the element uniqueness for real numbers to the closest pair problem Just plot your numbers as points on the x-axis (linear time, which is asymptotically less than the bound at hand) and find the closest pair If the two points are identical, the elements aren t unique; otherwise, they are Because uniqueness cannot be determined in less than loglinear time, it would be impossible for the closest pair problem to be any more efficient 6-18.

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