Sep 2026· npj Gut and Liver· Vol 3· 0 citations· 48 references
TL;DR
Bayesian networks are discussed as a framework that unites prognostic modelling with causal decision making, supporting interpretable, adaptive and data-informed care and can move beyond prediction toward decision-relevant understanding.
Abstract
Clinical decision-making in medicine and, by extension, hepatology is shaped by uncertainty. Guidelines and diagnostic algorithms provide structure for physicians and clinicians, yet clinical assessment still relies on probabilistic and contextual reasoning at the level of the individual patient. To make this reasoning explicit, we draw on concepts from information theory, statistics and causal inference to understand how uncertainty can be described, quantified and acted upon in hepatology. Using hepatology-relevant examples, we examine clinical reasoning under uncertainty. Shannon entropy is introduced as a formal measure of diagnostic uncertainty, illustrating how uncertainty decreases as additional clinical evidence becomes available. Subsequently, frequentist and Bayesian interpretations of probability are contrasted, highlighting how Bayesian updating makes belief revision transparent at the level of individual patients. Building on these concepts, the ladder of causation is introduced and applied to a hepatology example to demonstrate how probabilistic models can progress from recognising associations to reasoning about interventions and counterfactuals. Finally, Bayesian networks are discussed as a framework that unites prognostic modelling with causal decision making, supporting interpretable, adaptive and data-informed care. By formalising uncertainty and causality within a single probabilistic language, hepatology can move beyond prediction toward decision-relevant understanding.
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Li-Rong Wang, J. Duell, Xin-Ran Xu et al.· 0 citations
The early and accurate diagnosis of Type 2 Diabetes (T2D) is crucial for effective management and prevention of complications. This study explores a novel approach to T2D diagnosis by integrating Bayesian, uncertain, and deterministic strategies. The proposed methodology leverages Bayesian inference to handle uncertain...
Adda Boualem, Elmehdi Berber· Journal of Uncertain Systems· 0 citations
RATIONALE
Post-test probabilities are reported as precise numbers even though the pretest probabilities they depend on are uncertain and, for an individual patient, unobservable. Clinicians need a way to tell the mathematical question-how strongly is a change in the pretest estimate carried through to the post-test pro...
Maya Nadler, J. Balayla· Journal of Evaluation In Cli...· 0 citations
Introduction.
In modern clinical practice, the interpretation of diagnostic data is often based on the physician's subjective experience, which determines variability of decisions and increases the likelihood of diagnostic errors. The imperatives of evidence-based medicine necessitate the implementation of standardi...
S. D. Nurbaev, E. Pocheshkhova, G. S. Alekseenko et al.· Siberian Journal of Clinical...· 0 citations
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