score$72862$ - определение. Что такое score$72862$
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Что (кто) такое score$72862$ - определение

PORT score; PORT Score; Port score

Score (statistics)         
GRADIENT OF THE LIKELIHOOD FUNCTION
Efficient score
In statistics, the score (or informant) is the gradient of the log-likelihood function with respect to the parameter vector. Evaluated at a particular point of the parameter vector, the score indicates the steepness of the log-likelihood function and thereby the sensitivity to infinitesimal changes to the parameter values.
standardize         
  • The ''z'' score for Student B was 0.6, meaning Student B was 0.6 standard deviation above the mean. Thus, Student B performed in the 72.57 percentile on the SAT.
  • The ''z'' score for Student A was 1, meaning Student A was 1 standard deviation above the mean. Thus, Student A performed in the 84.13 percentile on the SAT.
HOW MANY STANDARD DEVIATIONS APART FROM THE MEAN AN OBSERVED DATUM IS
Standardized (statistics); Z-score; Z score; Z scores; Standardized score; Standardized variable; Standardised scores; Standardizing; Standardize; Z statistic; Z-Score; T-score; T score; Zscore; Z‐score; Sigma score; Z-scores; Standardization (statistics); Statistical standardization
(standardizes, standardizing, standardized)
Note: in BRIT, also use 'standardise'
To standardize things means to change them so that they all have the same features.
There is a drive both to standardise components and to reduce the number of models on offer...
VERB: V n
standardization
...the standardisation of working hours in Community countries.
N-UNCOUNT
Standardize         
  • The ''z'' score for Student B was 0.6, meaning Student B was 0.6 standard deviation above the mean. Thus, Student B performed in the 72.57 percentile on the SAT.
  • The ''z'' score for Student A was 1, meaning Student A was 1 standard deviation above the mean. Thus, Student A performed in the 84.13 percentile on the SAT.
HOW MANY STANDARD DEVIATIONS APART FROM THE MEAN AN OBSERVED DATUM IS
Standardized (statistics); Z-score; Z score; Z scores; Standardized score; Standardized variable; Standardised scores; Standardizing; Standardize; Z statistic; Z-Score; T-score; T score; Zscore; Z‐score; Sigma score; Z-scores; Standardization (statistics); Statistical standardization
·vt To reduce to a normal standard; to calculate or adjust the strength of, by means of, and for uses in, analysis.

Википедия

Pneumonia severity index

The pneumonia severity index (PSI) or PORT Score is a clinical prediction rule that medical practitioners can use to calculate the probability of morbidity and mortality among patients with community acquired pneumonia.

The PSI/PORT score is often used to predict the need for hospitalization in people with pneumonia. This is consistent with the conclusions stated in the original report that published the PSI/PORT score: "The prediction rule we describe accurately identifies the patients with community-acquired pneumonia who are at low risk for death and other adverse outcomes. This prediction rule may help physicians make more rational decisions about hospitalization for patients with pneumonia."

Mortality prediction is similar to that when using CURB-65.