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{ int ia[] = { 1, 1, 2, 3, 5, 8 }; list<int,allocator> ilist(ia, ia+6); list<int,allocator> ilist_result(ilistsize()); adjacent_difference(ilistbegin(), ilistend(), ilist_resultbegin() ); // generates output: // 1 0 1 1 2 3 copy( ilist_resultbegin(), ilist_resultend(), ostream_iterator<int>(cout," ")); cout < endl; adjacent_difference( ilistbegin(), ilistend(), ilist_resultbegin(), times<int>() ); // generates output: // 1 1 2 6 15 40 copy( ilist_resultbegin(), ilist_resultend(), ostream_iterator<int>(cout," ")); cout < endl; } adjacent_find() template < class ForwardIterator > ForwardIterator adjacent_find( ForwardIterator first, ForwardIterator last ); template < class ForwardIterator, class BinaryPredicate > ForwardIterator adjacent_find( ForwardIterator first, ForwardIterator last, Predicate pred );

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adjacent_find() looks for the first adjacent pair of duplicate elements within the range marked off by [first,last) It returns a ForwardIterator to the first element of the pair, if found; otherwise, it returns last For example, given the sequence {0,1,1,2,2,4}, the pair {1,1} is identified and an iterator addressing the first 1 is returned

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and crossovers are controlled by the following parameters: 1. Cloning Rate. This parameter controls the number of parents from the previous generation that will be retained without undergoing any changes in their genetic structure. 2. Crossover Rate. This parameter controls the number of offsprings that will be born from crossing the parents from the previous generation. 3. Mutation Rate. This parameter determines how many of the crossed offsprings will then be mutated. 4. Cloning Distribution Variance. After determining the number of offsprings be to cloned, the index of the parents for cloning are chosen using a normal distribution random number generator, with the mean zero and variance equal to this parameter. Since the parents from the previous generation have been rank ordered in descending order of tness, the zeroth parent will be the top performer (which coincides with the mean of the random number generator, and has the highest probability of getting picked). 5. Crossover Distribution Variance. This parameter (which is similar to the Cloning Distribution Variance) is used to choose the index of the parents who will undergo Crossover. 5.5.1.5 Crossover

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#include <algorithm> #include <vector> #include <iostreamh> #include <asserth> class TwiceOver { public: bool operator() ( int val1, int val2 ) { return val1 == val2/2 true : false; } }; int main() { int ia[] = { 1, 4, 4, 8 }; vector< int, allocator > vec( ia, ia+4 ); int *piter; vector< int, allocator >::iterator iter; // piter points to ia[1] piter = adjacent_find( ia, ia+4 ); assert( *piter == ia[ 1 ] ); // iter points to vec[2] iter = adjacent_find( vecbegin(), vecend(), TwiceOver() );

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (1012 / 1065) [2001-3-29 11:32:15]

As discussed earlier, the parents for crossover are selected by a random number generator. Between these parents, the points of crossover are determined by choosing

assert( *iter == vec[ 2 ] ); // reach here: everything ok cout < "ok: adjacent-find() succeeded!\n"; } binary_search() template< class ForwardIterator, class Type > bool binary_search( ForwardIterator first, ForwardIterator last, const Type &value ); bool binary_search( ForwardIterator first, ForwardIterator last, const Type &value, Compare comp );

binary_search() looks for value within the sorted sequence marked off by [first,last) If the value is found, true is returned, otherwise false is returned The first version presumes that the container is sorted using the less than operator of the underlying type In the second version we are indicating that the container is sorted using the specified function object

As mentioned above, EAP types 4 and higher are used to indicate the authentication method used by the EAP messaging and for that reason are referred to as EAP method types. Except 20, almost all method types from 4 up till 45 are already allocated to various EAP authentication methods. The latest list of EAP method types can be found on the IANA website for EAP numbers [EAPIANA], from where we cite some of the more popular ones in Table 10.2. Type values 4 6 represent authentication methods that are described by the main EAP RFC [EAP3748]. For that reason we provide a brief description of these methods here. In the rest of this chapter we will provide more details of some of the other popular methods, such as EAP-TLS, EAP-TTLS, LEAP and PEAP. Type value 4 indicates that authentication messaging relates to an MD5-challenge as an authentication method, which is very similar to PPP-CHAP (explained in 2).

#include <algorithm> #include <vector> #include <asserth> int main() { int ia[] = {29,23,20,22,17,15,26,51,19,12,35,40}; sort( &ia[0], &ia[12] ); bool found_it = binary_search( &ia[0], &ia[12], 18 ); assert( found_it == false ); vector< int > vec( ia, ia+12 ); sort( vecbegin(), vecend(), greater<int>() ); found_it = binary_search( vecbegin(), vecend(), 26, greater<int>() ); assert( found_it == true ); } copy() template < class InputIterator, class OutputIterator > OutputIterator copy( InputIterator first1, InputIterator last, OutputIterator first2 );

5

copy() copies the element sequence marked off by [first, last) into a container beginning at the position marked by first2 It returns first2 advanced one past the last element inserted For example, given the sequence {0,1,2,3,4,5}, we can shift the elements left by one with the following invocation:

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