 Complex torus

A complex torus is a quotient ${\mathbb{C}}^n/\Lambda$ by a lattice $\Lambda \cong {\mathbb{Z}}^{2n}$. Translation-invariant complex forms descend to the quotient.

A **complex torus** is a type of mathematical structure that arises in the field of complex geometry and algebraic geometry. Specifically, a complex torus is defined as a quotient of a complex vector space by a discrete subgroup of complex numbers that forms a lattice.