 Elliptic rational functions

Elliptic rational functions are mathematical functions that arise in the study of elliptic curves and, more generally, in the theory of elliptic functions. They can be thought of as generalizations of rational functions that incorporate properties of elliptic functions. To understand elliptic rational functions, it's helpful to break down the components of the term: 1. **Elliptic Functions:** These are meromorphic functions that are periodic in two directions (often associated with the complex plane's lattice structure).