Jacobson ring
= Jacobson ring
{wiki=Jacobson_ring}
In the context of commutative algebra, a Jacobson ring is a ring that satisfies certain properties related to its prime ideals and maximal ideals. Specifically, a ring \\( R \\) is called a **Jacobson ring** if the intersection of all maximal ideals of \\( R \\) is equal to the nilradical of \\( R \\).