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Given a non-empty closed subsetF of the unit circle |z|=1, and a Möbius transformationM(z) of the unit disc |z|1, such thatM(0)0, there exists a functionf(z) holomorphic in the unit disc,F being the singular set at the boundary, whose Taylor coefficients tend to zero while the Taylor coefficients off(M(z)), do not tend to zero.  相似文献   

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The Borel-Cantelli lemma, a method of J.-P. Kahane, and an extension of a lemma of Paley-Zygmund are applied to study random Taylor and Dirichlet series.  相似文献   

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