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Updated: Feb 16, 2026

Establishing a Competing Risk Regression Nomogram Model for Survival Data
Published on: October 23, 2020
Predicting Outcomes in Emergency Medical Admissions Using a Laboratory Only Nomogram
Seán Cournane1, Richard Conway2, Declan Byrne2
1Medical Physics and Bioengineering Department, St. James's Hospital, Dublin 8, Ireland.
A new nomogram visually explains the Acute Illness Severity Score, using emergency room data to predict patient survival. This tool aids clinicians in understanding prognostic factors for 30-day in-hospital survival in emergency medical admissions.
Area of Science:
- Emergency Medicine
- Biostatistics
- Medical Informatics
Background:
- Emergency department triage and laboratory data are crucial for predicting patient outcomes.
- The Acute Illness Severity (AIS) model previously showed utility in predicting mortality.
- A need exists to better explain the prognostic factors within the AIS model.
Purpose of the Study:
- To develop and describe a nomogram to visually represent and explain the AIS model.
- To predict 30-day in-hospital survival for emergency medical admissions.
Main Methods:
- Logistic regression analysis of 96,305 emergency medical admissions (2002-2016) to link mortality with laboratory data.
- Transposition of the validated AIS model into a Kattan-style nomogram using Stata.
- Inclusion of Manchester triage category and specific biochemical markers (albumin, sodium, potassium, urea, RDW, troponin).
Main Results:
- The AIS model, incorporating laboratory data, demonstrated strong predictive performance (AUROC 0.85).
- High sensitivity (94.4%) and negative predictive value (99.1%) were observed.
- The nomogram effectively maps predictor variables to a probability axis for bedside and educational use.
Conclusions:
- A Kattan-style nomogram is presented to illustrate the prognostic factors of the AIS score.
- The nomogram serves as an accessible tool for clinicians to understand and explain patient prognosis.
- This visual aid enhances the interpretability of the AIS model for predicting survival.
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