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The fourth argument to transform is a function that transform applies to each element of the input sequence to obtain the corresponding element of the output sequence Therefore, when we call transform in this example, the effect is to apply the grade function to each element of students, and to append each grade to the vector named grades When we have all these students' grades, we call median, which we defined in 411/53, to compute their median There's only one problem: As the comment notes, this function doesn't quite work One reason that it doesn't work is that there are several overloaded versions of the grade function The compiler doesn't know which version to call, because we haven't given grade any arguments We know that we want to call the version from 422/63, but we need a way to tell the compiler to do so The other reason is that the grade function will throw an exception if any student did no homework at all, and the transform function does nothing about exceptions If an exception occurs, the transform function will be stopped at the point of the exception, and control will return to median_analysis Because median_analysis doesn't handle the exception either, the exception will continue to propagate outward The effect will be that this function will also exit prematurely, passing control to its caller, and so on, until control reaches an appropriate catch If there is no such catch, as would be likely in this case, the program itself is terminated, and the message that was thrown is printed (or not, depending on the implementation) We can solve both problems by writing an auxiliary function that will try the grade function and handle the exception Because we are calling the grade function explicitly, rather than passing it as an argument, the compiler will be able to figure out which version we mean:.

public int compareTo(Object o);

Most dialogs, wizards, and preference pages are laid out using GridLayout It is both one of Eclipse s most frequently used layout classes and one of the most complicated GridLayout arranges its children in a highly configurable grid of rows and columns, where many options are provided to control the sizing behavior of each child element GridLayout defines the following significant attributes

This document is created with the unregistered version of CHM2PDF Pilot double grade_aux(const Student_info& s) { try { return grade(s); } catch (domain_error) { return grade(smidterm, sfinal, 0) ; } }

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horizontalSpacing Specifies the number of pixels between the right edge of one cell and the left edge of its neighboring cell The default value is 5 makeColumnsEqualWidth Specifies whether all columns should be forced to the same width The default is false marginWidth Specifies the number of pixels used for the margin on the right and the left edge of the grid The default value is 5 marginHeight Specifies the number of pixels used for the margins on the top and bottom edge of the grid The default value is 5 numColumns Specifies the number of columns that should be used to make the grid The default value is 1

verticalSpacing Specifies the number of pixels between the bottom edge of one cell and the top edge of its neighboring cell The default value is 5

This function will call the version of grade from 422/63 If an exception occurs, we will catch it and call the version of grade, from 41/52, that takes three doubles that represent the exam scores and overall homework grade Thus, we'll assume that students who did no homework at all got a 0 grade on their homework, but their exams still count Now, we can rewrite the analysis function to use grade_aux: // this version works fine double median_analysis(const vector<Student_info>& students) { vector<double> grades; transform(studentsbegin(), studentsend(), back_inserter(grades), grade_aux); return median(grades); }

The layout characteristics of each widget in the layout can be controlled by using a GridData object, which can be assigned to the widgets with the setLayoutData() method GridData objects have the following significant attributes:

While the resulting overloading is clearly a violation of the above guidelines, it causes no harm as long as both overloaded methods always do exactly the same thing when they are invoked on the same parameters The programmer may not know which overloading will be invoked, but it is of no consequence as long as both methods return the same result The

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