👉 In mathematics, a branch of theoretical physics and applied mathematics, an unramified curve is a type of algebraic curve that does not have any singular points. This means that it has no self-intersections or cusps. Unramified curves are particularly useful in the study of complex manifolds, as they provide a framework for understanding the geometry and topology of these spaces. The term "unramified" is often used to refer to curves defined over an algebraically closed field, such
