Language: Italian
Topological, differentiable and riemannian manifolds. Differentiable maps. Tangent and cotangent spaces. Vector bundles. Orientable manifolds. Vector fields and their flows. Riemannian metrics. Curves and surfaces in tridimentional euclidean space: Frenet formulas, first and second fundamental forms, curvature. Surfaces of constant curvature.
CLAUDIO BARTOCCI (President)
GIACOMO CAVIGLIA
PIERRE OLIVIER MARTINETTI
NICOLA PINAMONTI
September 26, 2016
DIFFERENTIAL GEOMETRY
Teaching style: In presence
