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10.4.1.1 EAPOL in 802.1X and Interaction with RADIUS The logical point to implement 802.1X is the access point. However, the AP generally only includes the authenticator and not the authentication server (all the user information). So the AP only marginally understands the EAP messages carried by 802.1X and it is difficult for the authenticator to understand all the authentication methods negotiated during the EAP message exchange. Therefore, the authenticator simply forwards the EAP messages to the authentication server (RADIUS server) as described in generic EAP-XXX model. Note that 802 in general includes any type of layer-2 network, but IEEE does not get involved with higher layer protocols. As a result, even though some RADIUS interactions are defined, the amount of interaction with RADIUS server is nowhere near those for EAP-TLS and EAP-TTLS. As explained earlier, the EAP messages between supplicant and authentication server are encapsulated in EAPOL messages from supplicant to authenticator (using 802.1X), and in RADIUS when going to the authentication server.

After detecting the hand blob, we localize the center and radius of the palm and ngers. An initial estimate of the palm center is obtained by projecting the center 2 of the hand blob on the image plane. The palm radius is estimated by computing the chamfer distance transform [57] inside a bounding box centered on the palm center. This transform provides the minimum distance of each point to the object boundary. Since the palm of the hand is approximately circular, the maximum chamfer distance rp is

complex< double > complex1( complex0real() ); cout complex0 " " complex1 endl;

yields the following:

Figure 10.9. Estimation of the center and radius of the palm. (a) Original depth image, (b) mask of

( 314159, -2171 ) ( 314159, 00 )

Any of the following forms of numeric representation can be read as a complex number:

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// valid input forms of a complex number // 314159 ==> complex( 314159 ); // ( 314159 ) ==> complex( 314159 ); // ( 314, -10 ) ==> complex( 314, -10 ); // could be read in as // cin >> a >> b >> c // where a, b, c are complex numbers 314159 ( 314159 ) ( 314, -10 )

pixels corresponding to hand/forearm, (c) chamfer distance transform with estimated palm circle centered on the distance transform maximum.

Additional operations supported by the complex number class include sqrt(), abs(), polar(), sin(), cos(), tan(), exp(), log(), log10(), and pow() Exercise 49 In the Rogue Wave implementation of the standard library available to us at the time of this writing, the four compound assignment operators support only a right-hand operand of type complex For example, an attempt to write

10.4.1.2 Security Flaws of 802.1X, WPA/RSN and 802.1aa The issue with 802.1X (since it is designed for wired networks) is that it is mostly concerned with access control, i.e. initial authentication which only provides a one-time protection, whereas in wireless 802.11 networks, the user s channel can easily be hijacked and therefore we need ongoing security protection, such as encryption as well as message integrity protection (and time synchronization) and most of this needs to be set up at the time of initial authentication. Several task groups and specifications such as IEEE 802.1aa, IEEE 802.11i, IEEE 802.1AE, and IEEE 802.1af have attempted solutions to these flaws. We refer the reader to the IEEE standardization process and the large amount of literature on the subject and do not get into its details due to the lack of stability in the specifications.

complex_obj += 1;

10

results in a compile-time error, although Standard C++ specifies that the assignment is legal (It is not uncommon to find implementations at this point still lagging behind the Standard) We can fix this lapse by providing our own instance of the compound operators For example, here is a nontemplate instance of compound addition assignment operator for complex<double>:

#include <complex> inline complex<double>& operator+=( complex<double> &cval, double dval ) { return cval += complex<double>( dval ); }

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