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A simple majority rule means that observers can assign at least a 50% probability to any one committee member having given their assent; if a majority of two-thirds is required, the probability that any given member has supported the proposal goes up.
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To calculate O we require the probability that each patient responds to a drug when the drug is used as a single agent and some quantification of drug interactions.
Protection of the environment and human health requires consideration of the probability that adverse effects will occur.
The required knowledge is the probability that impulse occurs.
As well, Monte-Carlo methods are often required to determine the probability that the assembly functions as designed.
Sorting the videos according to the scheduling objective function is required to determine the probability that all videos with lower cost (or higher objective) are not selected.
The evaluation of risk in food safety requires knowledge of the probability that microbial population sizes will not exceed defined levels.
Reducing the proportion of NMFIs that require antibiotics and the probability that these result in death when untreated, improved the cost-effectiveness of HMM greatly, as shown in Figure 7. Using higher estimates for the proportion of NMFIs that require antibiotics and the probability of death for untreated NMFIs did not have a significant effect.
They show that the required probability satisfies a nonlinear ordinary differential equation which must be solved subject to two conditions on the probability that are natural consequences of the current ICP level when it is at one of the two extreme points of the range of ICP values under consideration.
Analogously, if (q<1/2), a voter with no other information than her prior would vote for policy A. Now, if the voter knew that at least one signal indicates a, she would prefer A. Otherwise, we assume she changes her mind and prefers E. Similar to the previous case, this requires the prior probability that A is the best policy being not too large, i.e., (qin (1-widetilde{q},frac{1}{2})).
The second probability function required is the likelihood, describing the probability that the query sequences Q arose from a given ancestor α by somatic mutation.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com