Project Details
Description
Pharmacometric models are mathematical models aiming to describe the relationship between pharmaceutical therapy and patient response. A central aspect of pharmacometric models is prediction of individual responses to therapy based on covariates (i.e. patient characteristics). Such individual predictions constitute the foundation of precision medicine with the ultimate goal of optimal therapy in each patient. The covariates have historically been limited to patient demographics such as weight, height and sex and the covariate modelling has focused on which covariates that are relevant for prediction of response. The appropriate mathematical structure of the covariate model has received less attention.
Expanding knowledge on an individual patient level due to collection of additional data such as genetic and life-style data offers opportunity to improve individual predictions by pharmacometric models. This project aims to develop methodology capable of handling such increasingly complex data. The project further has a focus on developing methods for identification of mathematical structures of covariate-response relationships based on machine learning.
Expanding knowledge on an individual patient level due to collection of additional data such as genetic and life-style data offers opportunity to improve individual predictions by pharmacometric models. This project aims to develop methodology capable of handling such increasingly complex data. The project further has a focus on developing methods for identification of mathematical structures of covariate-response relationships based on machine learning.
| Short title | WASP-DDLS |
|---|---|
| Status | Finished |
| Effective start/end date | 2022/04/01 → 2024/03/31 |
Collaborative partners
- Lund University (lead)
- Wallenberg AI, Autonomous Systems and Software Program (WASP)
- Uppsala University
Subject classification (UKÄ)
- Control Engineering
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Discrete-time neural Markov models
Sundell, J., Wahlquist, Y. & Soltesz, K., 2026, In: BMC Medical Research Methodology. 26, 21Research output: Contribution to journal › Article › peer-review
Open AccessFile7 Downloads (Pure) -
Learning covariate relations in disease progression models using symbolic neural networks
Sundell, J., Wahlquist, Y., Kjellsson, M., Karlsson, M. & Soltesz, K., 2026, In: CPT: Pharmacometrics and Systems Pharmacology. 15, 3, 9 p.Research output: Contribution to journal › Article › peer-review
Open Access -
Automated covariate modeling using efficient simulation of pharmacokinetics
Wahlquist, Y. & Soltesz, K., 2024, In: IFAC Journal of Systems and Control. 27, 100252.Research output: Contribution to journal › Article › peer-review
Open Access2 Downloads (Pure)