measures of reliability and multivariate analysis

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Measures of Reliability and Multivariate Analysis

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Measures of Reliability and Multivariate Analysis. Objectives. To discuss measures of reliability To discuss multivariate analysis. Kappa Statistic. p o = observed probability of concordance between the two surveys p e = expected probability of concordance between the two surveys - PowerPoint PPT Presentation

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Page 1: Measures of Reliability and  Multivariate Analysis

Measures of Reliabilityand

Multivariate Analysis

Page 2: Measures of Reliability and  Multivariate Analysis

Objectives

• To discuss measures of reliability

• To discuss multivariate analysis

Page 3: Measures of Reliability and  Multivariate Analysis

Kappa Statistic

• po = observed probability of concordance between the two surveys

• pe = expected probability of concordance between the two surveys

• The standard error of the Kappa statistic is calculated by:

• To test the hypothesis Ho:=0 vs. H1:0, use the test statistic:

Page 4: Measures of Reliability and  Multivariate Analysis
Page 5: Measures of Reliability and  Multivariate Analysis

Percent agreement

Page 6: Measures of Reliability and  Multivariate Analysis
Page 7: Measures of Reliability and  Multivariate Analysis

Figure 1. Association of average faculty performance rating (from 1, bottom 20%, to 5, top 20%) and absolute rank on the National Resident Matching Program (NRMP) list (r = 0.19; P =.11).

Page 8: Measures of Reliability and  Multivariate Analysis

Table 1. Discrepancy Between the DIS and SCAN for the Lifetime Occurrence of Depressive Disorder in the

Baltimore ECA Follow-up*

Page 9: Measures of Reliability and  Multivariate Analysis

Table 1-Comparison of WHO and ADA diagnostic categories for undiagnosed diabetes From:   Lee: Diabetes Care, Volume 23(2).February 2000.181-186

Page 10: Measures of Reliability and  Multivariate Analysis

Kappa score calculation

PlaqueNormal Expected chance agreementPlaque 140 52 192 40.70 Normal 69 725 794 625.70

209 777 986

Pe= 40.7 626 0.676Po= 140 725 0.877

k = 0.877 - .676 = 0.62----------------1.0 - .676

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Page 12: Measures of Reliability and  Multivariate Analysis

Kappa and prevalence

• You have two populations of 1000 each being compared by interview A and interviewer B

• One has a prevalence of 5 and the other has a prevalence of 40

• Sensitivities and specificities for observer A and B are .90 and .90 and .80 and .95 respectively

• Create a table for each population

Page 13: Measures of Reliability and  Multivariate Analysis

Prevalence and Kappa

• Kappa tends toward 0 as the prevalence approaches either 0 or 1

• High values of kappa can be obtained when the marginals of the contingency table are unbalanced. (tends to be higher when the positivity prevalence is different between A and B

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Page 15: Measures of Reliability and  Multivariate Analysis

Kappa scores for table 8-18

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