Existence of periodic solutions for Hamiltonian inclusion systems using Clarke duality
We prove the existence of periodic solutions for Hamiltonian differential inclusions under growth conditions involving a G-function.
math.DS↗
arXiv subjects
Stefania M. Demaria
Publications and source records attributed to Stefania M. Demaria.
On the existence of periodic solutions for $ϕ$-Laplacian inclusion systems
We apply the direct method of the calculus of variations to prove existence of periodic solutions for differential inclusion systems involving an anisotropic $ϕ$-Laplacian operator.
math.CA↗