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Since May 26, 2002, the AES (Advanced Encryption Standard) describes the official standard of the US government.
1. The evolutionary history of AES differs from that of DES. Briefly describe the differences of the AES history in comparison to DES.
2. Outline the fundamental events of the developing process.
3. What is the name of the algorithm that is known as AES?
4. Who developed this algorithm?
5. Which block sizes and key lengths are supported by this algorithm?
Can you do it without using a lock statement? Compare your solution to that of the previous exercise. Which is simpler?
Resource management in an operating system can be operated using two ways. Give the ways in which it can be done?
What are log sequence numbers (LSNs) in ARIES? How are they used? What information do the Dirty Page Table and Transaction Table contain?
Write a Main Program which will prompt the user for how many numbers they which to enter as an integer counter (numcount) variable. The program should then prompt the user to enter each number using a loop and then output the average of the number..
Explain why primary keys may never be null, but alternate keys can be null.
Suppose a law is passed which makes cigars illegal, so that C = 0. What is the total benefit Maggie obtains? What is the total cost Rui suffers? What is the dead-weight-loss relative to the social optimum?
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You may consider positive numbers only and use round toward zero (truncate). You may also ignore the special cases given in Table 5.2.
Write a function TRANSFERP( int ALL[ ], int N) , to transfer all the prime numbers from a one dimensional array ALL[ ] to another one dimensional array PRIME[ ]. The resultant array PRIME[ ] must be displayed on screen.
One of your customers is delinquent on his accounts payable balance. You've mutually agreed to a repayment schedule of $596 per month. You will charge 1.2 % per month interest on the overdue balance.
Plot the Pearson residuals for the groups against the interval centers (available in the pear.res and centers components, respectively, of the list returned by the function). Use this plot and the residual plots from part (c) to explain the result..
Figure 1-4 shows an alternative way to represent an algorithm. (Note: we introduce this construct in detail later on. If it looks too intimidating, skip it until after you've read Chapter 4.)
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