Speaker
Lea Popovic
(Concordia University)
Description
Biochemical reaction networks are characterized by varying orders of abundance for different species types, as well as varying orders of magnitude for different reactions.
This feature allows one to reduce a complex model to a simpler one without losing the salient features of the dynamics. The model reduction can also lead to novel models that incorporate both stochastic and deterministic dynamics. I will present some examples of both finite-dimensional and infinite-dimensional (spatial) systems where new processes arise in the multi-scale limit of reaction networks.
Author
Lea Popovic
(Concordia University)
