2 papers
math.AP2022
A non-autonomous variational problem describing a nonlinear Timoshenko beam
D. Corona, A. Della Corte, F. Giannoni
We study the non-autonomous variational problem: \begin{equation*} \inf_{(ϕ,θ)} \bigg\{\int_0^1 \bigg(\frac{k}{2}ϕ'^2 + \frac{(ϕ-θ)^2}{2}-V(x,θ)\bigg)\text{d}x\bigg\} \end{equation…
math.DG2020
A Multiplicity Result for Orthogonal Geodesic Chords in Finsler disks
Dario Corona
In this paper, we study the existence and multiplicity problems for orthogonal Finsler geodesic chords in a manifold with boundary which is homeomorphic to a N-dimensional disk. Un…