ある種の平面領域における極大イデアル空間内での補間点列の特徴付け
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概要
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We show that a sequence in a certain type of plane domains is an interpolating sequence for bounded analytic functions if the closures in the maximal ideal space of two mutually disjoint subsets of this sequence are also disjoint. We also give some remarks on relation between harmonic interpolating sequences and some conditions in the maximal ideal space.
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