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Method to generate a large cohort in-silico for type 1 diabetes
Onofre Orozco-López1, Agustín Rodríguez-Herrero2, Carlos E Castañeda1
1Centro Universitario de los Lagos, Universidad de Guadalajara, Enrique Díaz de León 1144, Col Paseos de la Montaña Lagos de Moreno Jalisco MX. 47460, Mexico.
Computer Methods and Programs in Biomedicine
|May 23, 2020
Summary
This study introduces a computational method to generate larger virtual cohorts for artificial pancreas system simulations. The new approach enhances in-silico testing by increasing the number of physiologically plausible subjects for type 1 diabetes research.
Area of Science:
- Biomedical Engineering
- Computational Biology
- Endocrinology
Background:
- Artificial pancreas systems are crucial for managing type 1 diabetes (T1DM).
- Control algorithms for these systems require extensive validation using simulation tools.
- Current simulators often lack a sufficient number of virtual subjects, limiting testing variability.
Purpose of the Study:
- To develop a novel computational method for expanding virtual subject cohorts in diabetes mathematical models.
- To enhance the physiological representativeness of subjects within simulation environments.
- To improve the robustness of artificial pancreas control algorithm validation.
Main Methods:
- Utilized linear regression on parameter covariances from existing mathematical models (Hovorka's model).
- Generated larger virtual cohorts with distinct physiological characteristics.
- Employed clustering to ensure distinct glucose-insulin dynamics within generated cohorts.
Main Results:
- Successfully generated two larger virtual cohorts of 256 subjects each, significantly increasing population size.
- Demonstrated improved variability in in-silico testing through expanded, physiologically plausible cohorts.
- Validated the method's ability to create distinct, non-overlapping subject dynamics.
Conclusions:
- The proposed methodology effectively generates large, diverse virtual cohorts for T1DM simulations.
- This approach significantly enhances the number of subjects available in existing mathematical models.
- The method is adaptable for expanding cohorts in other diabetes models or scientific domains.

