As of today, Maurizio Parton research interests are mainly in Differential Geometry and Lie groups. Specifically, as for Differential Geometry he’s attracted to Kähler, Hyperkähler, G₂ and Spin(7) geometries, and by their locally conformal counterparts. As for Lie groups, he’s dealing with the nilpotent case, since in this case the structure equations are particularly amenable to be treated with Mathematica@, which is my other passion. By analogy with Lie groups, he likes parallelizable manifolds in general, and products of spheres with an odd-dimensional factor in particular.