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EAP-SIM is a new authentication method that uses the EAP framework to use a SIM-based authentication algorithm between the client and a AAA server However, EAP-SIM has been extended for use by WLAN clients The advantages of EAP-SIM over conventional SIM are twofold: first, the EAP exchange can take place with a AAA server (Figure 1010), as opposed to an AuC, which is specialized by cellular networks to only do authentication Second, EAP-SIM provides a mutual authentication, allowing for network to client authentication EAP-SIM is described in an Internet draft [EAPSIMDR] One issue is that since, the GSM triplets (required for client authentication) can only be calculated by the AuC, the client authentication in EAP-SIM needs to involve the AuC, which means the model extends beyond the regular three-party authentication model.

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0.1 0.09 0.08 0.07 0.06 FRR 0.05 0.04 0.03 0.02 0.01 0 0 0.01 0.02 0.03 0.04 0.05 0.06 FAR 0.07 0.08 0.09 0.1 EGM EGM-ND EGM-LD EGM-FD DEGM EER

Each compound operator is equivalent to the following "longhand" assignment:

a = a op b;

6

sum = sum + ia[ i ];

int main() { float fval; int ival; int *pi; fval = ival = pi = 0; }

other methods that use fully automatic alignment in Con guration II highlighted that DEGM outperforms all the approaches tested in reference 47 using fully automatic alignment in Con guration II.

Exercise 47 Although the following are not illegal, they do not behave as the programmer expects Why How would you reimplement them to reflect the programmer's likely intention

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Another main difference between EAP-SIM and other authentication methods involving a AAA server is that the need for the pre-established secret between the client and the AAA is replaced by the need for coordination between client SIM card and AuC The client authentication is carried out as follows: once the AAA server determines that the user intends to authenticate using EAP-SIM method, the server must fetch the GSM triplets from AuC The AAA extracts the RAND value from the triplet received and constructs an EAP-SIM challenge message that contains the RAND value as a challenge to be issued to the client The client calculates the response (SRES) to the challenge and the session encryption key (Kc) using the challenge (RAND) from the AAA server To avoid dictionary, the client does not return the SRES, since an attacker could observe both the RAND and SRES and start an offline crypto-analysis.

(a) if ( ptr = retrieve_pointer() != 0 ) (b) if ( ival = 1024 ) (c) ival += ival + 1;

Elastic graph matching is a very powerful object recognition algorithm that has been successfully applied to face veri cation. Many variants and advances on the standard algorithm have been published in the last decade. The incorporation of discriminant analysis in EGM has attracted the interest of many researchers. As a result, many discriminant analysis techniques have been combined with EGM. Thus, a general method for enhancing the performance of the EGM algorithm by employing discriminant analysis techniques in all phases of EGM has been proposed. The fully discriminant EGM has been tested in the XM2VTS facial image database. The performance of DEGM has been signi cantly improved, and its advantages have been highlighted compared with those other techniques. Further research on EGM is concentrated on achieving even better robustness against geometric distortions of the facial image and on improving the computational speed of the algorithm. The exploration of other pattern recognition algorithms, like support vector machines or relevance vector machines, in the various discriminant steps of the EGM algorithm in order to boost further the veri cation performance of DEGM is another research direction.

The increment (++) and decrement (--) operators provide a convenient notational shorthand for adding or subtracting 1 from an object They are used most commonly to bump up or down by 1 the value of an index, iterator, or pointer into a collection For example:

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (152 / 1065) [2001-3-29 11:32:04]

#include <vector> #include <cassert> int main() { int ia[10] = {0,1,2,3,4,5,6,7,8,9}; vector< int > ivec( 10 ); int ix_vec = 0, ix_ia = 9; while ( ix_vec < 10 ) ivec[ ix_vec++ ] = ia[ ix_ia-- ]; int *pia = &ia[9]; vector<int>::iterator iter = ivecbegin(); while ( iter != ivecend() ) assert( *iter++ == *pia-- ); }

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