Sentence examples for errors have been defined from inspiring English sources

Prescribing errors have been defined as MEs initiated during the prescribing process.

Commission errors have been defined as a measure of deficient response inhibition and have been shown to be substantially elevated in ADHD children compared to controls [ 13].

Administration errors have been defined as a discrepancy between the drug therapy received by the patient and that intended by the prescriber or according to standard hospital policies and procedures [ 36, 37].

5 Errors have been defined as when there is "a failure to communicate essential information; the use of drugs or doses is inappropriate for the individual patient; and transcription error".

Medical errors have been defined as an actual or a potential serious lapse in the standard of care provided to a patient, or harm caused to a patient through the performance of a health service or a healthcare professional [ 1].

The error has been defined as a function of wavelength, using a metrological procedure to infer the uncertainty of the computed error from the statistics of the measured variables.

Traditionally, "medical error" has been defined as an unintended act (either of omission or commission) or one that does not achieve its intended outcome; the failure of a planned action to be completed as intended (an error of execution); the use of a wrong plan to achieve an aim (an error of planning); or a deviation from the process of care that may or may not cause harm to the patient.

Diagnostic error has been defined 'as a diagnosis that was unintentionally delayed (sufficient information was available earlier), wrong (another diagnosis was made before the correct one), or missed (no diagnosis was ever made)'.

To model all these errors, different performance zones have been defined in which the introduced error follows a statistical distribution with specific characteristics.

Medical error and its resulting outcomes have been defined and measured in many different ways, leading to varying quantifications of the effects [1].

The index of dependability is expressed as: phi =frac{sigma_p^2}{sigma_{abs{sigma}^2abs}{2}=frac{sigma_p^2}{sigma_p^2+frac{sigma_r^2}{n_r}+frac{sigma_{pr,e}^2}{{n_r}_t}} (3)where ( {sigma}_{abs}^2 ) is absolute error and all other terms have been defined above.