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NEW QUESTION: 1
A network consultant is designing an enterprise network that includes an IPsec headend termination
device. Which two capabilities are the most important to consider when assessing the headend device's
scalability? (Choose two.)
A. Packets per second processing capability
B. CPU capabilities
C. Number of tunnels that can be aggregated
D. Memory capabilities
E. Bandwidth capabilities
Answer: A,C
NEW QUESTION: 2
Exhibit
Click the Exhibit button.
The exhibit shows the configuration of a service protection profile (SPP) in a FortiDDoS device.
Which two statements are true about the traffic matching being inspected by this SPP?
(Choose two.)
A. Traffic that does match any spp policy will not be inspection by this spp.
B. FortiDooS will start dropping packets as soon as the traffic executed the configured maintain threshold.
C. FortiDDos will not send a SYNACK if a SYN packet is coming from an IP address that is not the legtimate IP (LIP) address table.
D. SYN packets with payloads will be drooped.
Answer: A,C
NEW QUESTION: 3
Which of the following is closest to the description of a 'risk functional'?
A. A risk functional assigns a penalty value for the difference between a model distribution and a risk's severity distribution
B. A risk functional is the distribution that models the severity of a risk
C. A risk functional is a model distribution that is an approximation of the true loss distribution of a risk
D. Risk functional refers to the Kolmogorov-Smirnov distance
Answer: A
Explanation:
Explanation
For operational risk modeling, both frequency and severity distributions need to be modeled. Modeling severity involves finding an analytical distribution, such as log-normal or other that approximates the distribution best represented by known data - whether from the internal loss database, the external loss database or scenario data. A 'risk functional' is a measure of the deviation of the model distribution from the risk's actual severity distribution. It assigns a penalty value for the deviation, using a statistical measure, such as the KS distance (Kolmogorov-Smirnov distance).
The problem of finding the right distribution then becomes the problem of optimizing the risk functional. For example, if F is the model distribution, and G is the actual, or empirical severity distribution, and we are using the KS test, then the Risk Functional R is defined as follows:
Note that supx stands for 'supremum', which is a more technical way of saying 'maximum'. In other words, we are calculating the maximum absolute KS distance between the two distributions. (Note that the KS distance is the max of the distance between identical percentiles of the two distributions using the CDFs of the two.) Once the risk functional is identified, we can minimize it to determine the best fitting distribution for severity.
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