Literature DB >> 33237997

Anchored Minimal Clinically Important Difference Metrics: Considerations for Bias and Regression to the Mean.

Matthew S Tenan1,2, Janet E Simon3,4, Richard J Robins5,6, Ian Lee1, Andrew J Sheean7, Jonathan F Dickens6,8,9.   

Abstract

Minimal clinically important differences (MCIDs) are used to understand clinical relevance. However, repeated observations produce biased analyses unless one accounts for baseline observation, known as regression to the mean (RTM). Using an International Knee Documentation Committee (IKDC) survey dataset, we can demonstrate the effect of RTM on MCID values by (1) MCID-estimate dependence on baseline observation and (2) MCID-estimate bias being higher when the posttest-pretest data correlation is lower. We created 10 IKDC datasets with 5000 patients and a specific correlation under both equal and unequal variances. For each 10-point increase in baseline IKDC, MCID decreased by 3.5, 2.7, 1.9, 1.2, and 0.7 points when posttest-pretest correlations were 0.10, 0.25, 0.50, 0.75, and 0.90, respectively, under equal variances. Not accounting for RTM resulted in a static 20-point MCID. Minimal clinically important difference estimates may be unreliable. Minimal clinically important difference calculations should include the correlation and variances between posttest and pretest data, and researchers should consider using a baseline covariate-adjusted receiver operating characteristic curve analysis to calculate MCID. © by the National Athletic Trainers' Association, Inc.

Entities:  

Keywords:  patient-reported outcomes; statistics; validity

Mesh:

Year:  2021        PMID: 33237997      PMCID: PMC8448471          DOI: 10.4085/1062-6050-0368.20

Source DB:  PubMed          Journal:  J Athl Train        ISSN: 1062-6050            Impact factor:   3.824


  9 in total

1.  How can we define clinically important improvement in pain scores after biceps tenodesis?

Authors:  Yining Lu; Alexander Beletsky; Jorge Chahla; Bhavik H Patel; Nikhil N Verma; Brian J Cole; Brian Forsythe
Journal:  J Shoulder Elbow Surg       Date:  2020-06-25       Impact factor: 3.019

Review 2.  Effect of regression to the mean on decision making in health care.

Authors:  Veronica Morton; David J Torgerson
Journal:  BMJ       Date:  2003-05-17

Review 3.  Regression to the mean: what it is and how to deal with it.

Authors:  Adrian G Barnett; Jolieke C van der Pols; Annette J Dobson
Journal:  Int J Epidemiol       Date:  2004-08-27       Impact factor: 7.196

4.  The inconsistency of "optimal" cutpoints obtained using two criteria based on the receiver operating characteristic curve.

Authors:  Neil J Perkins; Enrique F Schisterman
Journal:  Am J Epidemiol       Date:  2006-01-12       Impact factor: 4.897

5.  Adjusting for covariates in studies of diagnostic, screening, or prognostic markers: an old concept in a new setting.

Authors:  Holly Janes; Margaret S Pepe
Journal:  Am J Epidemiol       Date:  2008-05-13       Impact factor: 4.897

6.  The effect of regression to the mean in epidemiologic and clinical studies.

Authors:  C E Davis
Journal:  Am J Epidemiol       Date:  1976-11       Impact factor: 4.897

7.  PROMIS and FAAM Minimal Clinically Important Differences in Foot and Ankle Orthopedics.

Authors:  Man Hung; Judith F Baumhauer; Frank W Licari; Maren W Voss; Jerry Bounsanga; Charles L Saltzman
Journal:  Foot Ankle Int       Date:  2018-10-04       Impact factor: 2.827

8.  Specificity of the minimal clinically important difference of the quick Disabilities of the Arm Shoulder and Hand (QDASH) for distal upper extremity conditions.

Authors:  Enrique V Smith-Forbes; Dana M Howell; Jason Willoughby; Donald G Pitts; Tim L Uhl
Journal:  J Hand Ther       Date:  2015-09-30       Impact factor: 1.950

Review 9.  Determining the clinical importance of treatment benefits for interventions for painful orthopedic conditions.

Authors:  Nathaniel P Katz; Florence C Paillard; Evan Ekman
Journal:  J Orthop Surg Res       Date:  2015-02-03       Impact factor: 2.359

  9 in total

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