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The first version of tranform() generates a sequence of elements by invoking op on each element in the range marked off by [first,last) For example, given a sequence {0,1,1,2,3,5} and a function object Double, which doubles each element, the resulting sequence is {0,2,2,4,6,10} The second version generates a sequence of elements by invoking bop to a pair of elements, one from the sequence marked off by [first1,last) and the second from the sequence with the beginning that is marked by first2 The run-time behavior is undefined if the second sequence contains less elements than the first sequence For example, given the sequences {1,3,5,9} and {2,4,6,8}, and a function object AddAndDouble that adds the two elements then doubles their sum, the resulting sequence is {6,14,22,34} Both versions of transform() place the resulting sequence in the container marked off by result result can address one of the input containers, in effect replacing the current elements with the elements returned by transform() The returned OutputIterator points to one-past the last element assigned to result

George C. Lane is credited with creating the formula for a momentum oscillator indicator called stochastics. Here is another example of a person whose passion for the field of technical analysis motivated research into price behavior and resulted in a true master technician. George and his wife Carrie both are excellent teachers and truly care about their students. These are people that you want to meet and learn from. Lane s stochastics indicator is a popular technical tool used to help determine whether a market is overbought, meaning that prices have advanced too far too soon and are due for a downside correction, or oversold, meaning prices have declined too far too fast and are due for an upside correction. The mathematical formula for stochastics compares the settlement price of a specific time period to the price range of a specific number of past periods. The theory works off the assumption that, in a bull or uptrending market, prices tend to make higher highs and the settlement price usually tends to be

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#include <algorithm> #include <vector> #include <mathh> #include <iostreamh> /* * generates: original array values: 3 5 8 13 21 transform each element by doubling: 6 10 16 26 42 transform each element by difference: 3 5 8 13 21 */ int double_val( int val ) { return val + val; } int difference( int val1, int val2 ) { return abs( val1 - val2 ); } int main() { int ia[] = { 3, 5, 8, 13, 21 }; vector<int, allocator> vec( 5 ); ostream_iterator<int> outfile( cout, " " ); cout "original array values: "; copy( ia, ia+5, outfile ); cout endl; cout "transform each element by doubling: "; transform( ia, ia+5, vecbegin(), double_val ); copy( vecbegin(), vecend(), outfile ); cout endl; cout "transform each element by difference: "; transform( ia, ia+5, vecbegin(), outfile, difference ); cout endl; }

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unique() template< class ForwardIterator > ForwardIterator unique( ForwardIterator first, ForwardIterator last ); template< class ForwardIterator, class BinaryPredicate > ForwardIterator unique( ForwardIterator first, ForwardIterator last, BinaryPredicate pred );

All consecutive groups of elements containing either the same value (using the equality operator of the underlying type) or evaluating as true when passed to pred are collapsed into a single element Thus, for example, in the word mississippi, the semantic result is "misisipi" Notice that since the three i's are not consecutive, they are not collapsed Similarly, the two pairs of s's, since they are not consecutive, are not collapsed into a single instance To guarantee all duplicated elements are collapsed, we would first sort the container Actually, unique() behaves slightly nonintuitively, similar to the remove() algorithm In both cases the container's actual size is not changed Each unique element is assigned in turn to the next free slot beginning with first In our example, therefore, the physical result is misisipippi, where the character sequence ppi represents, so to speak, the leftover piece of the algorithm The returned ForwardIterator marks the beginning of the leftover Typically this iterator is then passed to erase() to delete the invalid elements (Since the built-in array does not support the erase() operation, unique() is less suitable for arrays; unique_copy() is more appropriate)

unique_copy() template< class InputIterator, class OutputIterator > OutputIterator unique_copy( InputIterator first, InputIterator last, OutputIterator result ); template< class InputIterator, class OutputIterator, class BinaryPredicate > OutputIterator unique_copy( InputIterator first, InputIterator last, OutputIterator result, BinaryPredicate pred );

unique_copy() copies a single instance of each consecutive group of elements containing either the same value (using the equality operator of the underlying type) or evaluating as true when passed to pred (see unique() for a description) To guarantee all duplicated elements are eliminated, we would first sort the container The returned OutputIterator addresses the end of the target container

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