\begin{definition}[Definition:Jacobson Ring]
Let $\left({R, +, \circ}\right)$ be a commutative ring with unity.
Then $\left({R, +, \circ}\right)$ is a '''Jacobson ring''' {{iff}}:
: every prime ideal of $\left({R, +, \circ}\right)$ is an intersection of  maximal ideals.
\end{definition}