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Exact(59)
The independence property, as described in Equation (9), and the additivity of the expectation is the implication of the expected accuracy of a joint structure, which is the sum of the expected accuracy of the intra-molecular structures and the expected accuracy of the inter-molecular portion.
The simplest formal solution to this problem would be to investigate directly the expected accuracy of joint structures σ: where is the expected accuracy of a structure in one sequence pair s1& s2 ∈.
The expected accuracy in density measurements is 20%.
It is defined to monotonically increase as the (expected) accuracy of the model decreases.
This expected accuracy improves linearly as the molecule becomes smaller or less flexible.
As expected, accuracy is decreased as the time-bins grow larger due fewer self-transitions.
Use the expert system to find the best correlation and its expected accuracy.
As expected, accuracy was worse for larger set sizes, F 1,50) = 166.32, P < 0.001.
As to be expected, accuracy is higher for the instances with higher agreement.
Empirical convergence rate studies confirm the theoretically expected accuracy in both space and time.
Similar(1)
However, agreement between realised and expected accuracies was weak with the expected accuracy over predicting considerably the realised accuracy.
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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