Associates and Irreducibles
Proposition 3 \( p \) is irreducible if and only if \( \langle p \rangle \) is maximal amongst all principal ideals that contain \( \langle p \rangle \).
188 post articles, 21 pages.
Proposition 3 \( p \) is irreducible if and only if \( \langle p \rangle \) is maximal amongst all principal ideals that contain \( \langle p \rangle \).