Let \(R\) be a ring. A proper ideal \(\mfm \normal R\) is maximal if for every ideal \(I \normal R\) with \(\mfm \subsetneq I\), we have \(I = R\).
Maximal ideal
D-7XH2R
D-7XH2R
Let \(R\) be a ring. A proper ideal \(\mfm \normal R\) is maximal if for every ideal \(I \normal R\) with \(\mfm \subsetneq I\), we have \(I = R\).