Every indecomposable peak P-space of a type A poset is stable under a bilinear-form weight and under an angle stability function from a new geometric model.
Pure Appl
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Stability for socle-projective categories of type $\mathbb{A}$
Every indecomposable peak P-space of a type A poset is stable under a bilinear-form weight and under an angle stability function from a new geometric model.