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1. For an undirected network of n vertices stored in adjacency list format show that:
a) It takes time 0 (n (n + m)) to find the diameter of the network.
b) It takes time O( (k)) on average to list the neighbors of a vertex, where (k) is the average degree in the network, but time O( (k2 )) to list the second neighbors.
2. For a directed network in which in- and out-degrees are uncorrelated, show that it takes time 0(/m2 / n) to calculate the reciprocity of the network. Why is the restriction to uncorrelated degrees necessary? What could happen if they were correlated?
Based on the article that you found, how has faith and technology impacted the third world? Please cite the website that you found in the threaded discussion in correct APA format.
what continuing education is required for the holder of a CISSP to remain current and in good standing.
Propose a mechanism that virtual circuit switches might use so that if one switch loses all its state regarding connections, then a sender of packets along a path through that switch is informed of the failure.
State a Turing Machine M that computes the function f: {a, b}* → N, where: f(x) = the unary encoding of max(#a(x), #b(x)).
What is IT infrastructure and why it has become an important field of study?
Define value proposition. Pick one of these examples and discuss the difference in value proposition between the two alternatives
Consider the LU decomposition of an upper Hessenberg (no, it's not a place in Germany) matrix, defined on the facing page, assuming that no pivoting is needed: A = LU.
You are an HR and have to fire or keep employees, identify and discuss all of the applicable employee laws and how they apply to THIS employee situation. Give reasons for each termination or option to keep. If fire what if any severance is to be o..
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Air at 300 K and 100 kPa steadily flows into a hair dryer having electrical work input of 1500 W. Because of the size of the air intake, the inlet velocity of the air is negligible.
Describe the mitigation procedures used to address the difficulties identified in Problem 26.5.
Monitor three phone calls and observe whether each one is a voice call or a data call. The random variable N is the number of voice calls.
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