Research Interests

My research concerns algebraic (nonlinear) differential equations, studied through differential Galois theory and algebraic geometry. The central questions are their solvability, their integrability, and the algebraic relations among their solutions. From a model-theoretic perspective, I study notions such as internality and orthogonality for differential equations, with the aim of understanding how solutions relate to the constants. More broadly, my work contributes to the classification of algebraic differential equations. I am also interested in integration in finite terms, particularly for special functions that arise as solutions of differential equations.