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This approach results in a considerable decrease in the number of probabilities to be given by experts.
Growth is modeled as a random variable with a probability distribution consisting of a discrete number of probabilities.
The formula is displayed in equation (3), and is based on 2 k degrees of freedom, where k is the number of probabilities being combined.
For a successful implementation of risk analysis in health care, we need an assignment process which is simple, that works in practice for the number of probabilities and probability distributions to be determined.
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We study the consistency of a number of probability distributions, which are allowed to be imprecise.
In this approach, the number of unknowns is less and equal to the number of probability distribution parameters.
When investigating the properties of quantum states, a number of probability distributions associated with quantum mechanics are necessary.
For conditionally acceptable random variables, we provide a number of probability inequalities that can be used to obtain asymptotic results.
The main advantage of this model is that the number of parameters to be determined is equal to the number of probability distribution parameters.
A large number of probability distribution methods have been applied in different regions and found to be useful for rainfall distribution.
Since the equivalent stochastic programming problems include a number of probability distribution functions in their objective and constraint functions, conventional solution methods cannot be used to solve them directly.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com