My research lies in differential geometry, with a particular focus on the geometry of tangent and vector bundles endowed with “natural” metrics. I study curvature, symmetry, and variational properties of these structures, including harmonicity, Ricci solitons, and magnetic trajectories, with extensions to pseudo-Riemannian, Finsler, and complex geometric frameworks.

I am also actively involved in teaching, doctoral supervision, academic service, editorial work, and the organization of scientific events in mathematics.