期刊
DIAGNOSTICS
卷 13, 期 19, 页码 -出版社
MDPI
DOI: 10.3390/diagnostics13193135
关键词
Bayesian diagnosis; Bayesian inference; prior probability; posterior probability; likelihood; parametric distribution; nonparametric distribution; copula distribution; kernel density estimator; probability density function; diabetes mellitus
Medical diagnosis is crucial for treatment and management decisions in healthcare. This study developed a computational tool based on Bayesian inference to calculate the posterior probability of disease diagnosis and compare different distribution models.
Medical diagnosis is the basis for treatment and management decisions in healthcare. Conventional methods for medical diagnosis commonly use established clinical criteria and fixed numerical thresholds. The limitations of such an approach may result in a failure to capture the intricate relations between diagnostic tests and the varying prevalence of diseases. To explore this further, we have developed a freely available specialized computational tool that employs Bayesian inference to calculate the posterior probability of disease diagnosis. This novel software comprises of three distinct modules, each designed to allow users to define and compare parametric and nonparametric distributions effectively. The tool is equipped to analyze datasets generated from two separate diagnostic tests, each performed on both diseased and nondiseased populations. We demonstrate the utility of this software by analyzing fasting plasma glucose, and glycated hemoglobin A1c data from the National Health and Nutrition Examination Survey. Our results are validated using the oral glucose tolerance test as a reference standard, and we explore both parametric and nonparametric distribution models for the Bayesian diagnosis of diabetes mellitus.
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