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#include <algorithm> #include <list> #include <utility> #include <iostreamh> class equal_and_odd{ public: bool operator()( int ival1, int ival2 ) { // are the two values equal, and either // both zero, or both odd return ( ival1 == ival2 && ( ival1 == 0 || ival1%2 )); } }; int main() { int ia[] = { 0,1,1,2,3,5,8,13 }; int ia2[] = { 0,1,1,2,4,6,10 }; pair<int*,int*> pair_ia = mismatch( ia, ia+7, ia2 ); // generates: first mismatched pair: ia: 3 and ia2: 4 cout "first mismatched pair: ia: " *pair_iafirst " and ia2: " *pair_iasecond endl; list<int,allocator> ilist( ia, ia+7 ); list<int,allocator> ilist2( ia2, ia2+7 ); typedef list<int,allocator>::iterator iter; pair< iter,iter > pair_ilist = mismatch( ilistbegin(), ilistend(), ilist2begin(), equal_and_odd() ); // generates: // first mismatched pair either not equal or not odd: // ilist: 2 and ilist2: 2 cout "first mismatched pair either not equal " "or not odd: \n\tilist: " *pair_ilistfirst " and ilist2: " *pair_ilistsecond endl; } next_permutation() template< class BidirectionalIterator > bool next_permutation( BidirectionalIterator first, BidirectionalIterator last ); template< class BidirectionalIterator, class Compare > bool next_permutation( BidirectionalIterator first, BidirectionalIterator last, Compare comp );

1

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (1037 / 1065) [2001-3-29 11:32:15]

next_permutation() takes the permutation marked off by [first, last) and reorders it into its next permutation (see Section 125 for a discussion of how the previous permutation is determined) If no next permutation exists, it returns false; otherwise, it returns true The first version uses the less than operator of the underlying type for determining the next permutation; the second version orders the elements based on comp Successive invocations of next_permutation() generate the entire permutation set only if the original string is sorted For example, in the following program, if we failed to sort musil into ilmsu, we would not generate the full set of permutations

This way, EAP-TLS provides a mechanism to carry TLS messages over all the media that can carry EAP messages Server-to-client TLS messages are simply embedded in EAP-request messages, while client-to-server TLS messages are embedded in EAP-response messages..

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the condition C1 is satis ed. Thus LDA can be formulated as a least squares problem in the multiclass case. Experimental results in reference 40 show that condition C1 is likely to hold for high-dimensional and undersampled data.

#include <algorithm> #include <vector> #include <iostreamh> void print_char( char elem ) { cout elem ; } void (*ppc)( char ) = print_char; /* generates: ilmsu ilmus ilsmu ilsum ilums ilusm imlsu imlus imslu imsul imuls imusl islmu islum ismlu ismul isulm isuml iulms iulsm iumls iumsl iuslm iusml limsu limus lismu lisum liums liusm lmisu lmius lmsiu lmsui lmuis lmusi lsimu lsium lsmiu lsmui lsuim lsumi luims luism lumis lumsi lusim lusmi milsu milus mislu misul miuls miusl mlisu mlius mlsiu mlsui mluis mlusi msilu msiul msliu mslui msuil msuli muils muisl mulis mulsi musil musli silmu silum simlu simul siulm siuml slimu slium slmiu slmui sluim slumi smilu smiul smliu smlui smuil smuli suilm suiml sulim sulmi sumil sumli uilms uilsm uimls uimsl uislm uisml ulims ulism ulmis ulmsi ulsim ulsmi umils umisl umlis umlsi umsil umsli usilm usiml uslim uslmi usmil usmli */ int main() { vector<char,allocator> vec(5); // the character sequence: musil vec[0] = 'm'; vec[1] = 'u'; vec[2] = 's'; vec[3] = 'i'; vec[4] = 'l'; int cnt = 2; sort( vecbegin(), vecend() ); for_each( vecbegin(), vecend(), ppc ); cout "\t"; // generate all the permutations of "musil" while( next_permutation( vecbegin(), vecend())) { for_each( vecbegin(), vecend(), ppc ); cout "\t"; if ( ! ( cnt++ % 8 )) { cout "\n"; cnt = 1; } } cout "\n\n"; return 0; } nth_element() template< class RandomAccessIterator > void

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (1038 / 1065) [2001-3-29 11:32:16]

nth_element( RandomAccessIterator first, RandomAccessIterator nth, RandomAccessIterator last ); template< class RandomAccessIterator, class Compare > void nth_element( RandomAccessIterator first, RandomAccessIterator nth, RandomAccessIterator last, Compare comp );

Semisupervised learning, which occupies the middle ground between supervised learning (in which all training examples are labeled) and unsupervised learning (in which no labeled data are given), has received considerable attention recently [41 43]. The least square LDA formulation from the last section results in Laplacianregularized LDA [44]. Furthermore, it naturally leads to semisupervised dimensionality reduction by incorporating the unlabeled data through the graph Laplacian.

nth_element() reorders the sequence marked off by [first,last) such that all elements less than the nth element occur before it and all elements that are greater occur after For example, given the array

int ia[] = {29,23,20,22,17,15,26,51,19,12,35,40 };

Given a data set {xi }n , a weighted graph can be constructed where each node in the i=1 graph corresponds to a data point in the data set. The weight Sij between two nodes xi and xj is commonly de ned as follows: exp Sij = 0

an invocation of nth_element() marking the seventh element as nth (it has a value of 26),

nth_element( &ia[0], &ia[6], &ia[12] );

Table 10.3 EAP-TLS Request/Response Packet Format Field Subfields Description Type of EAP packet (1 for EAP-request, 2 for EAP-response) One octet long to match requests and responses 2 octets long, showing the length of the entire message L for Length, M for More fragments, S for EAP-TLS Start Message and R for Reserved 4 octets long, contains the total length of the TLS Message Contains encapsulated TLS packets in TLS record format

xi N (xj ) or xj N (xi ), otherwise,

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