Sampling for Patient Exit Interviews: Assessment of Methods Using Mathematical Derivation and Computer Simulations

Health Serv Res. 2018 Feb;53(1):256-272. doi: 10.1111/1475-6773.12611. Epub 2016 Nov 24.

Abstract

Objective: (1) To evaluate the operational efficiency of various sampling methods for patient exit interviews; (2) to discuss under what circumstances each method yields an unbiased sample; and (3) to propose a new, operationally efficient, and unbiased sampling method.

Study design: Literature review, mathematical derivation, and Monte Carlo simulations.

Principal findings: Our simulations show that in patient exit interviews it is most operationally efficient if the interviewer, after completing an interview, selects the next patient exiting the clinical consultation. We demonstrate mathematically that this method yields a biased sample: patients who spend a longer time with the clinician are overrepresented. This bias can be removed by selecting the next patient who enters, rather than exits, the consultation room. We show that this sampling method is operationally more efficient than alternative methods (systematic and simple random sampling) in most primary health care settings.

Conclusion: Under the assumption that the order in which patients enter the consultation room is unrelated to the length of time spent with the clinician and the interviewer, selecting the next patient entering the consultation room tends to be the operationally most efficient unbiased sampling method for patient exit interviews.

Keywords: Patient exit interview; operational efficiency; patient questionnaire; sampling; selection bias.

Publication types

  • Research Support, N.I.H., Extramural
  • Research Support, Non-U.S. Gov't

MeSH terms

  • Computer Simulation
  • Health Services Research / methods*
  • Health Services Research / standards
  • Humans
  • Interviews as Topic / methods*
  • Interviews as Topic / standards
  • Models, Statistical*
  • Monte Carlo Method
  • Patient Satisfaction*
  • Research Design*