👉 The term "hyperabelian" is often used in algebraic geometry to describe a variety that is both algebraically closed and abelian. In other words, it has properties of both being an algebraic variety and having a particular structure. In the context of algebraic geometry, a hyperabelian variety is defined as a variety that is geometrically closed (i.e., it contains no non-constant birational maps to another algebraic variety) but has additional properties such as: 1.
