Continuous biomathematics for life modeling
Biomathematics, from the discrete to the continuous, at the service of modeling living systems
Article REF: AF1520 V1
Continuous biomathematics for life modeling
Biomathematics, from the discrete to the continuous, at the service of modeling living systems

Author : Jacques DEMONGEOT

Publication date: October 10, 2012 | Lire en français

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3. Continuous biomathematics for life modeling

3.1 An example of a continuous approach: the theory of partial differential equations (PDEs)

PDEs are differential equations with partial derivatives with respect to time, age and/or space. For example, in demography and cell cycle modeling, we use the McKendrick equation – von Foerster

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