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Table 2 Performance Characteristics 1 of Subject Classification using Cytokine Combinations

From: Cytokine expression profiles of immune imbalance in post-mononucleosis chronic fatigue

 

Optimal Linear model subset

 

Top ranking AUC with CC correction

 

Top ranking U statistic with CC correction

 

Classification based on IL-2, 6, 8, 23, IFNg

Classification based on IL-2, 5, 8, 13, 23

 

Classification based on IL-5, 23, 8, IFNg, TNFb

Linear cw 90% Conf

Linear uncorrected

 

Linear cw 90% Conf

Linear uncorrected

 

Linear cw 90% Conf

Linear uncorrected

 

Correct Rate

0.97

0.90

 

0.94

0.86

 

0.92

0.79

 

Error Rate

0.03

0.10

 

0.06

0.14

 

0.08

0.21

 

Inconclusive Rate

0.17

0.00

 

0.62

0.00

 

0.69

0.00

 

Classified Rate

0.83

1.00

 

0.38

1.00

 

0.31

1.00

 

Sensitivity

0.72

0.94

 

0.33

0.83

 

0.33

0.67

 

Specificity

0.88

0.88

 

0.38

0.88

 

0.25

0.88

 

Positive Predictive Value

0.81

0.85

 

0.29

0.83

 

0.25

0.80

 

Negative Predictive Value

0.81

0.95

 

0.43

0.88

 

0.33

0.78

 

Positive Likelihood

5.78

7.56

 

0.53

6.67

 

0.44

5.33

 

Negative Likelihood

0.32

0.06

 

1.78

0.19

 

2.67

0.38

 
  1. Classification models based on random all-possible-subset selection of 5 cytokines as well as the top 5 ranking cytokines based on individual contribution to the AUC and the U statistic.
  2. 1 Correct Rate is defined as (correctly classified samples)/ (all classified samples); Error rate as (incorrectly classified samples)/ (all classified samples); Inconclusive Rate is defined as (non-classified samples) / (total number of samples); Classified rate is (classified samples) / (total number of samples); Sensitivity is defined as (correctly classified positives) / (true positives); Specificity is (correctly classified negatives) / (true negatives); Positive Predictive Value is (correctly classified positives) / (positive classified); Negative Predictive Value is (correctly classified negatives) / (negative classified); Positive Likelihood is Sensitivity / (1 – Specificity); Negative Likelihood is (1 – Sensitivity) / Specificity.