Affine domain

Definition
An affine domain is an integral domain that is an affine ring over a field i.e. it is finitely generated as an algebra over a field.

Stronger properties

 * Affine Cohen-Macaulay domain

Weaker properties

 * Equidimensional catenary ring
 * Equidimensional ring
 * Universally catenary ring
 * Catenary ring
 * Noetherian ring