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We changed one category from GL's original paper.
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MCID was calculated as the mean difference in QLQ-C30 score changes reflecting one category change on SSQ rating, using a two-piece linear regression model.
Table 1 also shows the number of patients who stay in the same obesity class from baseline to follow-up and those who change from one category to another by gaining or losing weight.
A change of one category (on the 0 6 categories scale) of meeting expectations or satisfaction with pain relief resulted in being 2 3 times more likely to be satisfied with the outcome.
The NRI evaluates changes in estimated prediction probabilities that imply a change from one category to another between different models.
A change from one category to another is considered a significant change in the child's school achievement (e.g. high level of performance to satisfactory level of performance).
In fact, none of the countries changed more than one category in the different SA scenarios evaluated.
Odds ratios indicate the risk of a change from one category to the next, e.g., from one quartile of calcium density to the next quartile.
In this study we defined the MCID as the mean difference in QLQ-C30 score changes that reflected one category change measured by SSQ rating using linear regression.
It's weird; they changed the vocabulary for one category of food.
Analyzing the impact that changes in inputs had on the country risk category, none of the countries experienced a change greater than one category.
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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