Finite descriptiveness conjecture for stepped surfaces of real cubic fields
Let αˉˉ=(α0,α1,α2)\bar{\bar \alpha}=\left(\alpha_{0},\alpha_{1},\alpha_{2}\right)αˉˉ=(α0,α1,α2) be any Q\mathbb{Q}Q-basis of a real cubic number field. Let S(αˉˉ)\mathscr S\left(\bar{\bar \alpha}\right)S(αˉˉ) denote…