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Reproducibility and usability of chronic virus infection model using agent-based simulation; comparing with a mathematical model
- Source :
- Bio Systems. 99(1)
- Publication Year :
- 2009
-
Abstract
- We created agent-based models that visually simulate conditions of chronic viral infections using two software. The results from two models were consistent, when they have same parameters during the actual simulation. The simulation results comprise a transient phase and an equilibrium phase, and unlike the mathematical model, virus count transit smoothly to the equilibrium phase without overshooting which correlates with actual biology in vivo of certain viruses. We investigated the effects caused by varying all the parameters included in concept; increasing virus lifespan, uninfected cell lifespan, uninfected cell regeneration rate, virus production count from infected cells, and infection rate had positive effects to the virus count during the equilibrium period, whereas increasing the latent period, the lifespan-shortening ratio for infected cells, and the cell cycle speed had negative effects. Virus count at the start did not influence the equilibrium conditions, but it influenced the infection development rate. The space size had no intrinsic effect on the equilibrium period, but virus count maximized when the virus moving speed was twice the space size. These agent-based simulation models reproducibly provide a visual representation of the disease, and enable a simulation that encompasses parameters those are difficult to account for in a mathematical model.
- Subjects :
- Statistics and Probability
Human immunodeficiency virus (HIV)
Biology
medicine.disease_cause
Sensitivity and Specificity
General Biochemistry, Genetics and Molecular Biology
Virus
Equilibrium phase
Uninfected cell
medicine
Animals
Humans
Computer Simulation
Simulation
Reproducibility
Applied Mathematics
Equilibrium conditions
Models, Immunological
General Medicine
Infection rate
Virus Diseases
Modeling and Simulation
Viruses
Moving speed
Biological system
Algorithms
Virus Physiological Phenomena
Subjects
Details
- ISSN :
- 18728324
- Volume :
- 99
- Issue :
- 1
- Database :
- OpenAIRE
- Journal :
- Bio Systems
- Accession number :
- edsair.doi.dedup.....f6b27483328d9f7f9c47b82f3b1f9f93