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Answer :
Final answer:
Without specific data on network topology, precise calculation of CPL and diameter from the values provided is not directly possible. However, by understanding the definitions and applying logical deduction to the given options, choice (c) appears most aligned with the principles of CPL and network diameter calculations, assuming those values represent distances in the network. therefore the correct option is c) CPL = 0.93, Diameter = 1.05, Difference = 0.12
Explanation:
The question involves calculating the Characteristic Path Length (CPL) and the diameter for a network, and then finding the difference between the diameter and the CPL. To solve this, we first need to understand that the CPL is a measure of the average distance between all pairs of nodes in a network, while the diameter of a network is the largest distance between any two nodes. Without specific network data provided, it's not directly possible to calculate the CPL and the diameter from the given values (0.95, 0.70, 1.05, 0.85). However, assuming these values are relevant to the network's topology and given choices, the correct choice must align with the definition of diameter as the maximum value and CPL as an averaged measure.
Assuming the diameter to be 1.05 (the maximum value given), and calculating the average (CPL) of the provided values (which is not directly provided but can be inferred from the choices), we hypothesize a matching answer from the given options. The closest viable option based on logical deduction, without direct calculation from the question, would be choice (c) CPL = 0.93, Diameter=1.05, Difference=0.12 assuming the values given correspond to distances in a network, and CPL is calculated as an average of these distances.
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