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The robustness of a liveness technique depends more on how the test is implemented than on what liveness indicator is measured. The best liveness tests measure or challenge the liveness of the biometric feature simultaneously with the capture of the biometric data (that is, same time, same place). They are also relatively difficult to deceive. One approach to achieving robust integration of liveness detection is to implement living techniques that evolve and improve over time. This moving target helps to stay one step ahead of would-be adversaries. The credit card industry s anticounterfeit model uses this approach of continually implementing new countermeasures to stay one step ahead of experienced credit-card defrauders. Another approach minimizes the effectiveness of artificial or simulated biometric specimens by combining biometrics with other authentication methods. Such methods include (1) things a person has (tokens such as physical keys, photo ID cards, proximity cards, magnetic stripe cards, and smart cards), (2) things a person knows (such as passwords and PINs), and (3) manned supervision of biometric stations. In addition, multimodal biometric systems also place additional hurdles in that a potential criminal would have to spoof multiple biometrics. The most important point to remember, though, is that liveness testing is only a means to minimize the effectiveness of artificial or simulated biometric specimens. Liveness testing is not a guarantee that the biometric specimen belongs to the authentic live human being. If man can make it, man can break it!
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the actual IP packet. In such a situation, an LSR that receives the labeled packet will base its actions on the first (top) label. The obvious question is, Why might we need more than one label The answer is tunneling. Imagine a VoIP network operator that provides international service between the United States and the United Kingdom That provider will have gateways and routers on both sides of the Atlantic, but might not own the network in between. Rather, the network operator could purchase service from another party, such as a large IP network operator. That IP network operator might offer service to many different customers, and the traffic from each of those customers would be carried over the same network, but would need to be kept logically separate within that common network. Suppose that a given packet with FEC F needs to follow the LSP R1, R2, R3, and R4. Let s assume that R2 and R3 are not directly connected, but form the two ends of the tunnel R2, R2A, R2B, R2C, and R3. Therefore, the actual path taken is R1, R2, R2A, R2B, R2C, R3, and R4, as depicted in Figure 8-22. When a packet travels from R1 to R2, it has a single label. R2 determines that the packet P must enter the tunnel. Therefore, R2 attaches another label on top of the first, so that the label stack has a depth of 2. In fact, it may replace the first label with a label that is meaningful to R3 and then place a new label on top. The packet P has two labels as it passes through the tunnel. When it reaches R2C, the LSR recognizes that it is the penultimate LSR in the tunnel. (Both R2 and R3 are effectively part of the
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Mainframe Model Similarities
sulate ESP packets in a UDP payload. IPSec over UDP was the first Cisco commercially available solution to tunnel ESP traffic in UDP payloads, getting around issues with address translation and firewall devices. If you enable this feature for a policy, the default UDP port number used is 10000, which you can change to a port number from 4001 to 49151, except for 4500, which is reserved for NAT-T. TIP It is recommended to use NAT-T rather than IPSec over UDP since NAT-T uses a discovery process to determine if the UDP encapsulation of ESP is necessary.
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This transformation also can be applied to a collection o f entity types. In this situation, the transformation involves the addition o f a supertype and a generalization hierarchy. In addi tion, the c o m m o n attributes in the collection o f entity types are moved to the supertype.
1.3 Coordinates in Two Dimensions ......................................................................................................................................
Creating Reports with Reporting Services . . . Accessing Cubes with Reporting Services Accessing Relational Data . . . . . . Summary . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 318 319 335 343
That is the content of the Fundamental Theorem of Calculus. You Try It: Calculate the area below the curve y = x 2 + 2x + 4 and above the x-axis.
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