TAKEUCHI, K.: Totally real algebraic number fields of degree 9 with small discriminant
Saitama Mathematical Journal 1999(Vol. 17) pp.63-85
Abstract
The complete list of all totally real algebraic number fields k
of degree 9 with discriminant d(k) satisfying
d(k) <= 12000000000 is presented.
It is proved that this list consists of two fields k
with d(k) = 96585993193, 11779563529 respectively
and that each field k is uniquely determined by d(k)
up to Q-isomorphism