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Stability Conditions for Multigraded Rings
Let $D$ be a finitely generated abelian group and $S$ a $D$-graded ring. We introduce a geometric semistability condition for points $x \in \text{Spec}(S)$, characterized by maximal-dimensional orbit cones $σ(x)$. This set of geometrically semistable points $X^{\mathrm{gss}}$ yields a new framework
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