Sentence examples for ranking is possible from inspiring English sources

Exact(2)

Values are then incommensurable only when not even an ordinal comparison or ranking is possible.

For the SJR, an orthopaedic ranking is possible for the sixteen journals represented in the subcategory Medicine: Orthopaedics and Sport Medicine in the SJR database, but not for BMC MD (included in the subcategory Medicine: Miscellaneous) and Spine (included in the subcategory Biochemistry, Genetics and Molecular Biology).

Similar(58)

Finally, for two of the cases, eXtasy removed the causative variant during analysis, so no final ranking was possible.

Salter was devastated, and sought comfort in friends' reassurances that admission to the canonical ranks was possible without sales.

In fact, however, promotion in the Table of Ranks was possible only if the individual's merit and performance were recognized by the ruler or, more likely, by high officials and dignitaries who had access to the ruler.

For example, if all reference data at genus level are removed, then no correct assignments to the genus rank are possible.

With this ranking, it is possible to track which Districts are doing well in Ghana and can be learnt from, and which are struggling and need greater support.

As more large companies rely on temp agencies to fill their ranks, it is possible that more American workers, legally or not, could be treated like day laborers — who can be employed one day and out of a job the next.

Consequently, no evidence-based recommendations, neither any system of ranking of recommendations, is possible.

By incorporating many types of genome-wide measurements into a robust feature ranking system, it is possible to discover important biological aspects of regulation which are specific to each TF being studied.

To this end, I will present a robust version of the celebrated Kruskal's theorem on the uniqueness of tensor decomposition: given a tensor whose decomposition satisfies a robust form of Kruskal's rank condition, it is possible to approximately recover the decomposition if the tensor is known up to a sufficiently small (but inverse polynomial) error.

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