# Minimal Polinomial

• Sep 2nd 2007, 06:59 PM
kezman
Minimal Polinomial
Decide if exists $M \in M_n( \mathbb{Z})$ so that $m_M \in [ \mathbb{Q}[x] - \mathbb{Z}[x]$
• Sep 2nd 2007, 07:03 PM
topsquark
Quote:

Originally Posted by kezman
Decide if exists $M \in M_n( \mathbb{Z})$ so that $m_M \in [ \mathbb{Q}[x] - \mathbb{Z}[x]$

Ummmm.... Yeah. I understand that.

NOT!!

Please explain what your question is with a little more explanation?

-Dan
• Sep 3rd 2007, 02:57 PM
kezman
Quote:

Ummmm.... Yeah. I understand that.

NOT!!

Please explain what your question is with a little more explanation?
Excelent!
Decide if exists a nxn matrix (M) with integer "Coefficients" so that the Minimal polynomial Has "Rational but not integer" "Coefficients"