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Reverses the order of a range Left-rotates the elements in a range Searches for a subsequence within a sequence Searches for a sequence of a specified number of similar elements Produces a sequence that contains the difference between two ordered sets Produces a sequence that contains the intersection of the two ordered sets Produces a sequence that contains the symmetric difference between the two ordered sets Produces a sequence that contains the union of the two ordered sets Sorts a range Sorts a heap within a specified range

Over the longer run, especially as the market matures, it is reasonable to assume that the solutions will evolve in the manner illustrated in Figure 168 The key points of this evolution are

Table 27-5

Defining a DockPanel in XAML Listing 4.10 contains the XAML for the layout shown in figure 4.21. We can either manually type the XAML or use the editor, although we d have to clear some properties that the editor puts into place.

The STL Algorithms (continued)

Multiple solutions for Carrier Ethernet will continue to be actively deployed over the next several years, but it is likely that the number of such solutions will be reduced

Arranges a sequence such that all elements for which a predicate returns true come before those for which the predicate returns false The partitioning is stable This means that the relative ordering of the sequence is preserved Sorts a range The sort is stable This means that equal elements are not rearranged Exchanges two values Exchanges elements in a range Applies a function to a range of elements and stores the outcome in a new sequence Eliminates duplicate elements from range Finds the last point in a sequence that is not greater than some value

<DockPanel x:Name="dockPanel1"> <Menu DockPanel.Dock="Top"> Docks menu <MenuItem Header="_File"/> at top <MenuItem Header="_Edit"/> <MenuItem Header="_Help"/> </Menu> <ToolBarTray Background="White" DockPanel.Dock="Top"> <ToolBar Band="1" BandIndex="1"> Toolbar tray <Button>A</Button> holds toolbar <Button>B</Button> <Separator/> <Button>C</Button> </ToolBar> Docks status </ToolBarTray> bar at bottom <StatusBar DockPanel.Dock="Bottom"> <StatusBarItem> <TextBlock>Ready</TextBlock> </StatusBarItem> StackPanel with several </StatusBar> expanders on left <StackPanel DockPanel.Dock="Left"> <Expander Header="Useful"> <StackPanel> <Button>Don't</Button> <Button>Press</Button> <Button>Me!</Button> </StackPanel> </Expander>

Table 27-5

The STL Algorithms (continued)

<Expander Header="Less useful"></Expander> <Expander Header="Silly"></Expander> Control takes up remaining </StackPanel> space and isn t docked <Button Padding="10 10"> <TextBlock TextWrapping="Wrap" TextAlignment="Center">This is all of the remaining space that is not docked</TextBlock> </Button> </DockPanel>

Preferred long-term solution (Lower cost, higher functionality) Longer-term solution (Higher cost, higher functionality)

The STL defines a large number of algorithms, which are summarized in Table 27-5 All of the algorithms are template functions This means that they can be applied to any type of container The following sections demonstrate a representative sample

One of the most basic operations that you can perform on a sequence is to count its contents To do this, you can use either count( ) or count_if( ) Their general forms are shown here template <class InIter, class T> size_t count(InIter start, InIter end, const T &val); template <class InIter, class UnPred> size_t count_if(InIter start, InIter end, UnPred pfn); The count( ) algorithm returns the number of elements in the sequence beginning at start and ending at end that match val The count_if( ) algorithm returns the number of elements in the sequence beginning at start and ending at end for which the unary predicate pfn returns true The following program demonstrates count( )

Once again, we re setting properties on the controls that don t belong to the controls themselves, but are used by the parent:

27:

Current market requirement Short-term solution (Lower cost, lower functionality)

// Demonstrate count() #include <iostream> #include <vector> #include <cstdlib> #include <algorithm> using namespace std; int main() { vector<bool> v; unsigned int i; for(i=0; i < 10; i++) { if(rand() % 2) vpush_back(true); else vpush_back(false); } cout << "Sequence:\n"; for(i=0; i<vsize(); i++) cout << boolalpha << v[i] << " "; cout << endl; i = count(vbegin(), vend(), true); cout << i << " elements are true\n"; return 0; }

DockPanel.Dock="Top"

The program begins by creating a vector composed of randomly generated true and false values Next, count( ) is used to count the number of true values This next program demonstrates count_if( ) It creates a vector containing the numbers 1 through 19 It then counts those that are evenly divisible by 3 To do this, it creates a unary predicate called dividesBy3( ), which returns true if its argument is evenly divisible by 3

Short-term solution (Higher cost, lower functionality)

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