The phrase "accurate ranking" is correct and usable in written English.
It can be used when discussing the precision or correctness of a ranking system or list, often in contexts like data analysis, surveys, or competitive evaluations.
Example: "The accurate ranking of the top universities is essential for prospective students making their choices."
Alternatives: "precise ranking" or "correct ranking".
We explore a new probabilistic model based on the DCM distribution, which enables efficient retrieval and accurate ranking.
ATIC method considers both trend and position conformities between the correlated and measured values enabling more accurate ranking than other statistical ranking measures.
The re-ranking score utilizes a more advanced scoring scheme than that used during docking and is often more useful for accurate ranking of the poses.
The conclusion of the study is that both the main factors and the interactions between them have to be analysed to establish an accurate ranking of the technical and economic factors.
Zhao et al. (2016) suggested a novel approach toward Failure mode and effect analysis (FMEA) based on interval-valued intuitionistic fuzzy sets (IVIFSs) and a MULTIMOORA approach to handle the uncertainty and vagueness in a FMEA process and to achieve a more accurate ranking of failure modes identified by FMEA.
Instead, in our method there is constant competition between the reactions leading to either elimination or accumulation of the fluorescent substrate, which ultimately should result in a more accurate ranking of the substrate processing efficiency, as we see it.
Indeed, given our evidence that people conceal friend-ranking, ascertaining accurate rank information is probably difficult.
To eliminate membrane locking and secure accurate rank, and hence prevent a spurious zero energy mode, a 5-point integration scheme is adopted (Chun and Kassegne 2005).
Experimental results show that the proposed method gives more robust and accurate rank than other statistical test methods, such as t-test, Wilcoxon rank sum test and KS-test.
We propose to employ the eigenvalues associated with the unfolding along merged dimensions, namely, the multi-mode eigenvalues, as well as the n-mode eigenvalues for accurate rank detection.
For more accurate re-ranking, considering reliability of ranking lists would be a promising future study.
