On the Measure of Totally Real Algebraic Integers. II
C. J. Smyth · Mathematics of Computation · 1981
For a certain measure $\Omega (\alpha )$, defined for totally real algebraic integers $\alpha e 0$, $\pm 1$, we find the four smallest values of $\Omega (\alpha )$. The methods used involve linear programming, and the results are verified using Interval Arithmetic.