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On Stable Rank of ${\mathbf H^\infty}$ on Coverings of Finite Bordered Riemann Surfaces
Published 10 Jul 2020 in math.FA and math.CV | (2007.05420v1)
Abstract: We prove that the Bass stable rank of the algebra of bounded holomorphic functions on an unbranched covering of a finite bordered Riemann surface is equal to one.
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