Sentence examples for descriptions of errors from inspiring English sources
Incident reports contain descriptions of errors and harms that occurred during clinical care delivery.
The text descriptions of errors found in the retrospective record review were entered into the database by the research pharmacist and reviewed by BDF.
There were also descriptions of errors, negative comments about coworkers, inappropriate behaviour in uniform, nudity, criminal activity, obscene gestures, racist and sexist comments and pictures of a cadaver (1 2 of each).
A classification scheme based on the stage of the medicine use process was developed through iterative review of individual reports [ 19] and then applied to the text descriptions of errors identified in the records review.
The majority of examined distances to models provided significantly lower statistical scores (bootstrap test, p<0.05) for description of errors when using a mixture of Gaussian distributions.
In "Use of climatology to assess errors in previous assumptions" section, a brief description of errors associated with previous conductivity estimates is provided, a discussion is included in "Conclusion" section, and information on obtaining the data is given in "Availability of data and materials" section.
The description of errors in replication initiation of a common fragile site but not in its replication progression (76), shows that sequence repetition not necessarily creates fragile DNA.
See the tutorial available from the server home page for a complete description of errors and warnings and for more information about input requirements.
However, the profusion of strand biased variants in both exome and whole genome data supports the descriptions of systematic errors of sequencing by Nakamura et al. (2011) and Meacham et al. (2011).
All responses were checked by two raters to make sure that the descriptions of each error matched the classification provided by the participant.
For description of numerical errors, we introduce the global error (E_{N,L^{2}}=|u_{N}-u|^{frac{1}{2}}) and the absolute error (mathrm{Err}=|u_{N}(x -u(x -u.
