Stable Brauer-Thrall II' conjecture for finite-dimensional Jacobian algebras
Abstract
We prove that finite-dimensional Jacobian algebras associated with non-degenerate quivers with potentials satisfy the stable Brauer-Thrall II' conjecture. In particular, this implies that the brick Brauer-Thrall II' conjecture (also known as the τ-Brauer-Thrall II' conjecture) holds for finite-dimensional Jacobian algebras.
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