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Reduction of quantitative systems pharmacology models using artificial neural networks
Abdallah Derbalah1, Hesham S Al-Sallami2, Stephen B Duffull2
1School of Pharmacy, University of Otago, 18 Frederick St, North Dunedin, Dunedin, 9016, New Zealand. abdallah.derbalah@postgrad.otago.ac.nz.
Artificial neural networks simplify complex quantitative systems pharmacology models for efficient simulation. This approach accelerates analysis of high-dimensional systems, like blood coagulation, enabling accurate approximations.
Area of Science:
- Pharmacology
- Computational Biology
- Systems Biology
Background:
- Quantitative systems pharmacology (QSP) models are crucial for understanding biological systems but often exhibit high complexity, hindering simulation and analysis.
- Model-order reduction (MOR) offers a solution by creating simplified, mechanistically sound models from complex systems.
- Challenges arise in MOR for models with high-dimensional, discontinuous interfaces, such as those found in blood coagulation.
Purpose of the Study:
- To explore the application of artificial neural networks (ANNs) for approximating input-output relationships in high-dimensional QSP models.
- To demonstrate the efficacy of ANNs in model reduction for complex biological systems with challenging interfaces.
- To develop an efficient approximation method for complex models applicable to simulation and control.
Main Methods:
- Utilized artificial neural networks to approximate the input-output relationship of a complex, high-dimensional systems model.
- Applied the ANN approach to a specific model of blood coagulation featuring a discontinuous interface.
- Evaluated the accuracy and efficiency of the ANN-based approximation against the original complex model.
Main Results:
- The ANN approach successfully approximated the input-output relationship of the complex blood coagulation model.
- The method provided an efficient approximation with a desired level of accuracy.
- The technique demonstrated applicability to various complex models, offering significant speed improvements for simulation and control.
Conclusions:
- Artificial neural networks offer a viable and efficient method for model-order reduction in complex, high-dimensional systems pharmacology models.
- This approach overcomes challenges posed by discontinuous interfaces, enabling accurate approximations.
- The technique enhances the utility of complex models for simulation, estimation, and control purposes across diverse applications.
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