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A call of equal_range() with a value of 21 returns an iterator pair in which both iterators address the value 22 A call of equal_range() with a value of 22 returns an iterator pair in which first addresses the value 22 and second addresses the value 23 The first version uses the less than operator of the underlying type; the second version orders the elements based on pred

#include <algorithm> #include <vector> #include <utility> #include <iostreamh> /* generates: array element sequence after sort: 12 15 17 19 20 22 23 26 29 35 40 51 equal_range result of search for value 23: *ia_iterfirst: 23 *ia_itersecond: 26 equal_range result of search for absent value 21: *ia_iterfirst: 22 *ia_itersecond: 22 vector element sequence after sort: 51 40 35 29 26 23 22 20 19 17 15 12 equal_range result of search for value 26: *ivec_iterfirst: 26 *ivec_itersecond: 23 equal_range result of search for absent value 21: *ivec_iterfirst: 20 *ivec_itersecond: 20 */ int main() { int ia[] = { 29,23,20,22,17,15,26,51,19,12,35,40 }; vector< int, allocator > ivec( ia, ia+12 ); ostream_iterator< int > ofile( cout, " " ); sort( &ia[0], &ia[12] ); cout "array element sequence after sort:\n"; copy( ia, ia+12, ofile ); cout "\n\n"; pair< int*,int* > ia_iter; ia_iter = equal_range( &ia[0], &ia[12], 23 ); cout "equal_range result of search for value 23:\n\t" "*ia_iterfirst: " *ia_iterfirst < "\t" "*ia_itersecond: " *ia_itersecond < "\n\n"; ia_iter = equal_range( &ia[0], &ia[12], 21 );

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Thus, D can be de ned as follows: D = min [ M ( M (pli ), M (nki ))],

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (1019 / 1065) [2001-3-29 11:32:15]

cout "equal_range result of search for " "absent value 21:\n\t" "*ia_iterfirst: " *ia_iterfirst "\t" "*ia_itersecond: " *ia_itersecond "\n\n"; sort( ivecbegin(), ivecend(), greater<int>() ); cout "vector element sequence after sort:\n"; copy( ivecbegin(), ivecend(), ofile ); cout "\n\n"; typedef vector< int, allocator >::iterator iter_ivec; pair< iter_ivec, iter_ivec > ivec_iter; ivec_iter = equal_range( ivecbegin(), ivecend(), 26, greater<int>() ); cout "equal_range result of search for value 26:\n\t" "*ivec_iterfirst: " *ivec_iterfirst "\t" "*ivec_itersecond: " *ivec_itersecond "n\n\"; ivec_iter = equal_range( ivecbegin(), ivecend(), 21, greater<int>() ); cout "equal_range result of search for " "absent value 21:\n\t" "*ivec_iterfirst: " *ivec_iterfirst "\t" "*ivec_itersecond: " *ivec_itersecond "n\n\"; } fill() template< class ForwardIterator, class Type > void fill( ForwardIterator first, ForwardIterator last, const Type& value );

(5.8)

fill() assigns a copy of value to each element within the range marked off by [first, last)

1.3.2.1 Polling Models for Accounting In the polling model, an accounting manager will poll devices for accounting information at regular intervals. In order to ensure against loss of data, the polling interval will need to be shorter than the maximum time that accounting data can be stored on the polled device. Without non-volatile storage, the polling model may result in loss of accounting data in case the device reboots. The polling model performs poorly in implementation of roaming applications, i.e. in scenarios where the accounting data may be collected at multiple network devices due to user s roaming. For example, if a roaming user is receiving services in a network other than its home domain, to allow issuance of a single bill to the customer, the foreign domain needs to have roaming agreement with the user s home domain and send the accounting data collected for the user to the user s home domain for processing. In order to retrieve accounting data for the user within a given domain, the accounting manager would need to periodically poll all devices in all domains, which would add a processing delay to the billing process, not to mention the routing problems that can arise.

#include <algorithm> #include <list> #include <string> #include <iostreamh> /* generates: original array element sequence: 0 1 1 2 3 5 8 array after fill(ia+1,ia+6): 0 9 9 9 9 9 8 original list element sequence: c eiffel java ada perl list after fill(++ibegin,--iend): c c++ c++ c++ perl */ int main() { const int value = 9; int ia[] = { 0, 1, 1, 2, 3, 5, 8 }; ostream_iterator< int > ofile( cout, " " ); cout "original array element sequence:\n"; copy( ia, ia+7, ofile ); cout "\n\n";

where M (A, B) = (a1 b1 )2 + (a2 b2 )2 + + (am bm )2 is the Mdimensional Euclidian distance between A and B ax and bx correspond to the xth-coordinate of A and B, respectively M (X) is the transformation function that projects image X from the image space to the M-dimensional space de ned by the set of Gabor lters The Correlation Measure C In the proposed method, in addition to having every parent selecting the Gabor lter set Si that can best distinguish the individual i from all the others in the database, it is necessary to ensure that this set of Gabor lters does not include lters that extract identical image features.

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (1020 / 1065) [2001-3-29 11:32:15]

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