On a second-order evolution inclusion

Abstract

We study a class of second-order evolution inclusions and we obtain a sufficient condition for $f$-local controllability along a reference trajectory.

Keywords

• differential inclusion,local controllability,mild solution

References

1. A. Cernea, A note on the solutions of a second-order evolution inclusion in non separable Banach spaces, Comment. Math. Univ. Carolin., 58, 2017, 307-314.
2. A. Cernea, Some remarks on the solutions of a second-order evolution inclusion, Dynamic Syst. Appl., 27, 2018, 319-330.
3. A. Cernea, Continuous selections of solution sets of a second-order integro-differential inclusion, Differential and Difference Equations with Application, Springer Proceedings in Mathematics and Statistics}, 230, Editors S. Pinelas, T. Caraballo, J. Graef, P. Kloeden, Springer, 2018, 53-65.