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Table 2 Validation study of prevalence estimation approaches and accounting for variability in sensitivity and specificity of one-step pooled testing

From: Novel application of one-step pooled molecular testing and maximum likelihood approaches to estimate the prevalence of malaria parasitaemia among rapid diagnostic test negative samples in western Kenya

qPCR testing strategy

Prevalence estimation method

Samples or pools tested, N

Positive, n

Pool size

Prevalence,

% (95% CI)

Individual

Binomial (validation subset)a

1000

141

1

14.1 (12.1–16.4)

Individual

Binomial (main subset)b

3670

496

1

13.5 (12.4–14.7)

One-step pooled

MLE, se = sp = 1

734

273

5

8.9 (7.9–9.9)

One-step pooled

MLE, se = 0.796a, sp = 0.980a

734

273

5

11.4 (9.9–12.9)

One-step pooled

MLE, se = 0.796a, sp = 0.980a, accounting for σ2SE and σ2SP

734

273

5

11.4 (9.2–13.6)

One-step pooled

Inverse-weighted prevalence estimator accounting for σ2SE and σ2SP

734

273

5

12.8 (11.2–14.3)

  1. CI  confidence interval, MLE  maximum likelihood estimation, qPCR  quantitative polymerase chain reaction, Se  sensitivity, Sp specificity, σ2SE  variance in sensitivity, σ2SP  variance in specificity
  2. aEstimated from validation subset (n = 200 pools, n = 1000 samples); se = 0.796 (95% CI: 0.716–0.876), sp = 0.980 (95%CI: 0.953–1.000)
  3. bTypically unknown in a study, but it is included here to illustrate the gold standard estimate