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<H2>binary_search</H2>
<HR><PRE> Algorithm</PRE><HR>
<A NAME="Summary"><H3>Summary</H3></A>
<P>Performs a binary search for a value on a container.</P>
<H3>Contents</H3>
<UL>
<A HREF="#Synopsis"><LI>Synopsis</LI></A>
<A HREF="#Description"><LI>Description</LI></A>
<A HREF="#Complexity"><LI>Complexity</LI></A>
<A HREF="#Example"><LI>Example</LI></A>
<A HREF="#Warnings"><LI>Warnings</LI></A>
<A HREF="#See Also"><LI>See Also</LI></A>
</UL>
<A NAME="Synopsis"><H3>Synopsis</H3></A>
<PRE>#include <algorithm></PRE>
<PRE>
template <class ForwardIterator, class T>
bool
<B>binary_search</B>(ForwardIterator first, ForwardIterator last,
const T& value);
template <class ForwardIterator, class T, class Compare>
bool
<B>binary_search</B>(ForwardIterator first, ForwardIterator last,
const T& value, Compare comp);</PRE>
<A NAME="Description"><H3>Description</H3></A>
<P>The <B><I>binary_search</B></I> algorithm, like other related algorithms (<A HREF="equ_3232.htm"><B><I>equal_range</B></I></A>, <A HREF="low_4395.htm"><B><I>lower_bound</B></I></A> and <A HREF="upp_0967.htm"><B><I>upper_bound</B></I></A>) performs a binary search on ordered containers. All binary search algorithms have two versions. The first version uses the less than operator (<SAMP>operator <</SAMP>) to perform the comparison, and assumes that the sequence has been sorted using that operator. The second version allows you to include a function object of type <SAMP>Compare</SAMP>, which it assumes was the function used to sort the sequence. The function object must be a binary predicate. </P>
<P>The <B><I>binary_search</B></I> algorithm returns <SAMP>true</SAMP> if a sequence contains an element equivalent to the argument <SAMP>value</SAMP>. The first version of <B><I>binary_search</B></I> returns <SAMP>true</SAMP> if the sequence contains at least one element that is equal to the search value. The second version of the <B><I>binary_search</B></I> algorithm returns <SAMP>true</SAMP> if the sequence contains at least one element that satisfies the conditions of the comparison function. Formally, <B><I>binary_search</B></I> returns <SAMP>true</SAMP> if there is an iterator <SAMP>i</SAMP> in the range <SAMP>[first, last)</SAMP> that satisfies the corresponding conditions:</P>
<PRE>!(*i < value) && !(value < *i) </PRE>
<PRE></PRE><P>or </P>
<PRE>comp(*i, value) == false && comp(value, *i) == false</PRE>
<A NAME="Complexity"><H3>Complexity</H3></A>
<P><B><I>binary_search</B></I> performs at most <SAMP>log(last - first) + 2 </SAMP> comparisons.</P>
<A NAME="Example"><H3>Example</H3></A>
<PRE> //
// b_serach.cpp
//
#include <vector>
#include <algorithm>
#include <iostream.h>
int main()
{
typedef vector<int>::iterator iterator;
int d1[10] = {0,1,2,2,3,4,2,2,6,7};
//
// Set up a vector
//
vector<int> v1(d1,d1 + 10);
//
// Try binary_search variants
//
sort(v1.begin(),v1.end());
bool b1 = binary_search(v1.begin(),v1.end(),3);
bool b2 = binary_search(v1.begin(),v1.end(),11,less<int>());
//
// Output results
//
cout << "In the vector: ";
copy(v1.begin(),v1.end(),
ostream_iterator<int>(cout," "));
cout << endl << "The number 3 was "
<< (b1 ? "FOUND" : "NOT FOUND");
cout << endl << "The number 11 was "
<< (b2 ? "FOUND" : "NOT FOUND") << endl;
return 0;
}
Output :
In the vector: 0 1 2 2 2 2 3 4 6 7
The number 3 was FOUND
The number 11 was NOT FOUND</PRE>
<A NAME="Warnings"><H3>Warnings</H3></A>
<P>If your compiler does not support default template parameters, then you need to always supply the <SAMP>Allocator</SAMP> template argument. For instance, you'll have to write:</P>
<PRE>vector<int,allocator></PRE>
<PRE></PRE><P>instead of:</P>
<PRE>vector<int></PRE>
<A NAME="See Also"><H3>See Also</H3></A>
<P><A HREF="equ_3232.htm"><B><I>equal_range</B></I></A>, <A HREF="low_4395.htm"><B><I>lower_bound</B></I></A>, <A HREF="upp_0967.htm"><B><I>upper_bound</B></I></A></P>
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