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6. [Random Geometric Graphs: Properties, Generation, Display] (i) Given the number of vertices n and the target expectation d of the average degree for vertices distributed uniformly on the surface of the unit radius sphere, determine a formula for the threshold r such that a random geometric graph on a sphere Gs (n, r) should have average degree close to d. (ii) Generate a Gs (n, r) for n = 2,000 with expected average degree d = 40. Using the plane sweep method count how many pairs are checked for the distance bound edge verification and compare with the number of all pairs. (iii)Generate and display a sample Gs (n, r) restricted to a hemisphere with n = 500 in the hemisphere and expected average degree d = 12. Determine the maximum degree, average degree, and minimum degree of your sample and highlight a vertex and its incident edges for a vertex of minimum degree in your display.
Why is it important to have a body of standard job descriptions for hiing information security professionals?
Discussing your midterm thoughts and reflections about the course - what you have learned in the classroom when you have your own class or how do you imagine it being used, if you have a class, what do you plan on changing?
Display the new list as well as the two old list Thank you in advance.
Continue to keep a journal of your activities and experience of using SAP. Include a copy of your full journal as an appendix to the reflective essay.
For artificial intelligence systems to adapt to new conditions, the 1st task is to construct a technique for machines to resolve problems 'on their own'. To do this, one requires to develop a generic method to resolve generic troubles
A major difference between a conventional decision support system and an ES is that the former can explain a "how" question whereas the latter can also explain a "why" question.
Design a 2-bit counter that, when v = 1, counts in the repeating sequence: 0, 3, 1, 2, and when v = 0, counts in the reverse direction. (a) Construct a state diagram and state table.
How can information Technology support a company's business processes and decision making and give it competitive advantage? Give examples to illustrate your answer.
Write an expression that returns a random value between 1 and 100. The values 1 and 100 must be included in the values that can be returned.
Prove that p(y|X=x)~Bin(n-x,b/1-a) where x,y,z have multinomial distribution with parameters a,b,c and n.
Random J. Protocol-Designer has been told to design a scheme to prevent messages from being modified by an intruder.
Find the error in the following pseudocode
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