3 papers
math.DS2025
Approximation by invariant Dirac measures on non-positively curved manifolds
Paul Mella
We study the topology of the space of probability measures invariant under the geodesic flow, defined on the unit-tangent bundle of a compact Riemannian manifold with non-positive…
math.DS2025
A new condition for the genericity of ergodic measures on Riemannian manifolds
Paul Mella
This article investigates the genericity of ergodic probability measures for the geodesic flow on Riemannian manifolds. We demonstrate that if the metric splits as a product metric…
eess.SY2022
Damping analysis of Floating Offshore Wind Turbine (FOWT): a new control strategy reducing the platform vibrations
Matteo Capaldo, Paul Mella
In this paper, the coupled dynamics of the floating platform and the WTG rotor is analysed. In particular, the damping is explicitly derived from the coupled equations of rotor and…