The phrase "adjusted ranking" is correct and usable in written English.
It can be used when referring to a ranking that has been modified or changed based on certain criteria or factors.
Example: "After considering the latest performance metrics, we have updated the adjusted ranking of the candidates."
Alternatives: "revised ranking" or "modified ranking".
It drives down the assessment of his legacy from a lofty 8th to a more remote 82nd place in the adjusted ranking.
However, after viewing the adjusted ranking results, the physician could provide counselling to the patient and obtain informed consent to have access to the genomic data at the specific locus of interest before sending a sample for clinical genetic testing to confirm the diagnosis.
When evaluating the multivariate models providing adjusted ranking of hospitals by the percentage of cardiac procedures among UHG members with any SSI indicator, we found that, in this dataset, adjusted and unadjusted results were similar in the highest quartile of SSI rates.
In some cases, their adjusted ranking represented only a small to medium-sized move – like say, just a few slots or as many as 10 slots lower or higher than before, to cite a couple of examples.
To specify the conditions under which the adjusted rank transform test is superior to the usual parametric tests, results of a Monte Carlo simulation are presented.
The presence of publication bias and small study effects were assessed using the Egger regression asymmetry test for funnel plot and the Begg-Mazumdar adjusted rank correlation test.
Publication bias was evaluated using Begg adjusted rank correlation test and Egger linear regression test.
The Begg adjusted rank correlation test (Kendall τ −0.19; P = 0.16) suggested no major publication bias.
This was also supported by Begg's adjusted rank correlation test (p = 0.70) and the Egger test (p = 0.81).
Results of the Begg adjusted rank correlation test for detecting publication bias were negative (SUA, P = 0.576; hyperuricemia, 0.452).
We assessed the properties of the adjusted rank correlation test, first using Kendall's tau as our test statistic.
