Intersection of maximal ideals
This article defines a property of an ideal in a commutative unital ring |View other properties of ideals in commutative unital rings
{{quotient is a|semisimple ring}
Definition
Symbol-free definition
An ideal in a commutative unital ring is termed an intersection of maximal ideals if it can be expressed as an intersection of maximal ideals (this is really a tautological definition).