Arese, Lombardy, Italy
I have always been driven by a deep passion for mathematics and physics, and fascinated by the rigor and elegance of mathematical structures. Over time, this passion has naturally evolved into a strong interest in the areas where mathematics and physics meet most deeply. My academic interests lie in differential and complex geometry, algebraic topology, Lie groups and their representations, and their applications to fundamental physics, in particular string theory, Calabi–Yau manifolds and QFT. My goal is to connect mathematics and physics in a rigorous way, contributing to a clearer understanding of the fundamental structures of nature.
I taught Mathematical Physics in two programs — Chemistry & Sustainability and BioGreen. Covered classical mechanics (kinematics/dynamics, work–energy, oscillations, collisions), fluid dynamics (hydrostatics, Bernoulli applications, viscous flow/Stokes–Poiseuille laws), electromagnetism (fundamentals of fields and potentials), and electrical circuits (Kirchhoff’s laws; RC/RL/LC dynamical circuits). Emphasis on modeling with calculus & differential equations and interpreting results physically.
I taught Linear Algebra in three programs: Industrial Chemistry, Chemistry and Sustainability and Biogreen. This course introduced students to the fundamentals of vector spaces, Euclidean spaces and matrix algebra, with emphasis on linear transformations, eigenvalues and eigenvectors, and the solution of linear systems via Gaussian elimination. The course combined theoretical foundations with practical problem-solving, bridging abstract mathematics with engineering and scientific applications.
I taught Mathematical Physics in two programs — Industrial Chemistry Chemistry & Sustainability. Covered classical mechanics (kinematics/dynamics, work–energy, oscillations, collisions), fluid dynamics (hydrostatics, Bernoulli applications, viscous flow/Stokes–Poiseuille laws), electromagnetism (fundamentals of fields and potentials), and electrical circuits (Kirchhoff’s laws; RC/RL/LC dynamical circuits). Emphasis on modeling with calculus & differential equations and interpreting results physically.