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Preferential attachment is a special case of a model developed in cultural evolutionary theory e. g, [29, 30], in which it remains the basic principle of decision making, but an agent is also able (with a small probability) to make an innovative choice.
Therefore, using the test method obtained by us, we have a larger probability to make a correct judgment.
At the pignistic level, we compute the pignistic probability to make a decision about the user's influence degree.
In fact, for a large number of malicious users, there is high probability to make a wrong decision from the beginning.
Specifically, we compare the differences in the outcome of interest the probability to make a transition from inactivity to activity between the treatment and the control group, before and after the introduction of the program (Card 1990; Card and Krueger 1994; Bertrand et al. 2004).
2) The rewiring probability To make
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This new formulation involves two problems: (1) the approximation of posterior probabilities on each level and (2) the computation of thresholds on these probabilities to make a decision.
This resulting solution is further weighted with transition probabilities to make a tradeoff in Stage 3. We obtained experimental results based on two education and university-related datasets to show that the proposed framework can achieve a good tradeoff for contextual relevance in terms of both the average click ratio and implied deviation.
One can directly use those probabilities to make decisions in the following decision stage.
In practice, this involved applying a technique known as Markov Chain Monte Carlo to adjust the set of transition probabilities to make them compatible with the experimental data in this case the experimental data were the intermediate C3 C4 phenotypes.
However, the specific equations and algorithms developed by the WHO Collaborating Centre for Metabolic Bone Disease, University of Sheffield, UK that generate predicted FRAX fracture probabilities to make calculation of the FRAX probabilities for all individuals in a large population feasible have not been published.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com