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20172021
most citedDerivation of Generalized Equations for the Predictive Value of Sequential Screening Tests

4 citations · 4 across the 5 of their papers we have counts for

collaborators

7 papers

stat.ME2021

The SIR-P Model: An Illustration of the Screening Paradox

Jacques Balayla

In previous work by this author, the screening paradox - the loss of predictive power of screening tests over time - was mathematically formalized using Bayesian theory. Where…

stat.ME2020

Theorems on the Geometric Definition of the Positive Likelihood Ratio (LR+)

Jacques Balayla

From the fundamental theorem of screening (FTS) we obtain the following mathematical relationship relaying the pre-test probability of disease to the positive predictive value…

stat.ME2020

On the Formalism of The Screening Paradox

Jacques Balayla

Bayes' Theorem imposes inevitable limitations on the accuracy of screening tests by tying the test's predictive value to the disease prevalence. The aforementioned limitation is in…

stat.ME20204 cited

Derivation of Generalized Equations for the Predictive Value of Sequential Screening Tests

Jacques Balayla

Using Bayes' Theorem, we derive generalized equations to determine the positive and negative predictive value of screening tests undertaken sequentially. Where a is the sensitivity…

stat.ME2020

Bayesian Updating and Sequential Testing: Overcoming Inferential Limitations of Screening Tests

Jacques Balayla

Bayes' Theorem confers inherent limitations on the accuracy of screening tests as a function of disease prevalence. We have shown in previous work that a testing system can tolerat…

physics.med-ph2019

The Fourier Evaluation of Tracings and Acidosis in Labor: the FETAL Technique

Jacques Balayla

Adequate fetal and neonatal development depend upon the presence of a normal acid-base environment during pregnancy and the smooth transition from intra-uterine to extra-uterine li…