Section: New Results
Biochemical system modelized through a PDE
Participants : Frédéric Mazenc, Abdou Dramé [City Univ. of New York] , Peter Wolenski [LSU] .
We studied a model of chemostat relying on a Partial Differential Equation. More precisely, we studied in [13] the stability of periodic solutions of distributed parameters biochemical system with periodic input (which respresent the substrate input concentration). We established that if the function is periodic then the system has a periodic solution that possess the robust stability property called input to state stability and this when sufficiently small perturbations are acting on .