Problem representation
A focused summary of relevant features, chronology, context and severity—without flattening important ambiguity.
Reasoning workflow
Clinical reasoning AI can help qualified clinicians make assumptions, alternatives and uncertainty more visible. Its safest role is to support a disciplined process—not to make an autonomous diagnosis.
Core workflow
A structured cycle reduces the chance that an AI-generated suggestion is mistaken for a conclusion. The clinician controls every transition.
Identify instability, time-critical conditions, safeguarding concerns and information that cannot safely wait for a complete work-up.
Build a concise problem representation, generate competing hypotheses and identify findings that support, weaken or fail to explain each one.
Select history, examination or tests only when they can meaningfully change probability, management or the need to escalate.
Check consequential statements against appropriate sources, reconcile contradictions and document the clinician’s independent assessment.
Reasoning structure
A focused summary of relevant features, chronology, context and severity—without flattening important ambiguity.
Several plausible explanations, including dangerous alternatives and non-disease explanations where relevant.
The observations that would most change relative probabilities, rather than a long undifferentiated list of questions and tests.
Gaps that limit confidence, with no inference that absent documentation means a finding is absent.
What remains unknown, how sensitive the assessment is to assumptions, and when uncertainty itself warrants review.
Links from consequential claims to inspectable evidence, including source date, population and limitations.
Bayesian updating
Bayesian reasoning begins with a pre-test probability, expresses it as odds, applies the likelihood ratio of a finding, and converts the result back to a post-test probability.
Pre-test odds = probability ÷ (1 − probability)
Post-test odds = pre-test odds × likelihood ratio
Post-test probability = post-test odds ÷ (1 + post-test odds)
Calculate post-test probability with Diagnify’s educational Bayesian tool.
Human oversight
Related guidance
Clinician-led by design
Explore Diagnify’s clinical decision-support workflow and review its current limitations before use.