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Mathematical modelling offers just such an analytical tool.
Mathematical modelling offers an alternative approach, and can be applied to different malaria and HIV settings, provided that the relevant parameters are included.
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For the physiologist, the appropriate use of mathematical models offers many potential benefits.
Most importantly, this simple mathematical model offers a unique method to estimate the effect of neuroprotection on Alzheimer's disease incidence.
The two target cell mathematical model offers good agreement with experimental data from severe influenza infections, as does the usual, single target cell model albeit with biologically unrealistic parameters.
Combined with information collected during the last decades of smallpox circulation, mathematical modeling offers a tool to explore various vaccination scenarios if an outbreak occurs (8 – 15 ).
The events of interest (division, differentiation, or death of individual cells) cannot be observed during CFSE-labeling experiments, and mathematical modeling offers an attractive approach to the quantitative analysis of cell kinetics in this setting.
Mathematical models offer another method unfamiliar to many in medicine.
Mathematical models offer powerful tools for understanding geographic shifts in incidence as climate changes.
Mathematical models offer strong possibilities to gain insight into the mechanisms and mechanical stimuli involved in these remodelling processes.
Given the complexity of sepsis, biomarkers and mathematical models offer potential guidance once they have been carefully validated [ 7, 8].
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