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We present sufficient conditions for exact controllability of a semilinear infinite-dimensional dynamical system. The system mild solution is formed by a noncompact semigroup and a nonlinear disturbance that does not… Click to show full abstract
We present sufficient conditions for exact controllability of a semilinear infinite-dimensional dynamical system. The system mild solution is formed by a noncompact semigroup and a nonlinear disturbance that does not need to be Lipschitz continuous. Our main result is based on a fixed point-type application of the Schmidt existence theorem and illustrated by a nonlinear transport partial differential equation.
Keywords:
lipschitz semilinear;
semilinear systems;
controllability;
exact controllability;
controllability non;
non lipschitz
Journal Title: Journal of Fixed Point Theory and Applications
Year Published: 2017
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Journal Title: Journal of Fixed Point Theory and Applications
Year Published: 2017
Link to full text (if available)
Share on Social Media: Sign Up to like & get
recommendations!