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During this time when the Internet provides essential communication between literally billions of people and is used as a tool for commerce, social interaction, and the exchange of an increasing amount of personal information, security has become a tremendously important issue for every user to deal with.
There are many aspects to security and many applications, ranging from secure commerce and payments to private communications and protecting health care information. One essential aspect for secure communications is that of cryptography. But it is important to note that while cryptography is necessary for secure communications, it is not by itself sufficient.
In your initial discussion post, please describe the hashing security mechanism and its relationship to the encryption mechanism.
Respond substantively to at least two other students' posts. Please discuss how these mechanisms work to provide password security in today's organizations when responding to the posts of your peers.
Use the back-propagation algorithm for computing a set of synaptic weights and bias levels for a neural network structured as in Fig. 4.8 to solve the XOR problem. Assume the use of a logistic function for the nonlinearity
Assuming the politician wants to maximize votes, how should the budget be allocated between speeches and mailing flyers?
Open the file named shaft.dwg, which you created in Chapter 43. Use the SLICE command to split the model down the middle to create a pattern. Use STLOUT to create a binary STL file.
Each pointer variable is bound to a fixed type; a pointer is the address of a memory location in which only a value of that type can be stored.
Provide SQL statements to create the (revised) database and populate it with sample data (at least four rows per table).
(Have the program create a child process that consumes some CPU time, and then have the parent call getrusage() before and after calling wait().)
If a white ball is drawn, what is the probability that it came from Urn A?
Just as have binary numbers (base 2) which can contain only 0s and 1s we can also have base 3 numbers. These numbers can only contain 0s 1s and 2s.
determine the torque M required to overcome friction if the shaft supports an axial force P.
Show that the point satisfies the second-order conditions for the original problem
We may call such a system V-BLAST with no ordering. How does it compare with the V-BLAST (ZF nulling) curve in Figure 9.10? How important is ordering in V-BLAST?
Economics has been called the study of scarcity. It is only possible to sell what is scarce, because what is not scarce (e.g., abundant) has no monetary value. What does Moody suggest is scarce in the Free Software world
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