Nonlinear Backstepping Control for Tumor Growth Dynamics
Please login to view abstract download link
This study provides a nonlinear control design for the anti-angiogenic tumor growth problem. Specifically, an exact model knowledge controller, which assumes all the parameters of the model are exactly known, is designed. Lyapunov-type arguments have been used to prove the boundedness of the control signal and also the stability of the closed-loop system.
