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Growth properties and sequences of zeros of analytic functions in spaces of Dirichlet type
Abstract For 0 < p < ∞, we let p p−1 denote the space of those functions f that are analytic in the unit disc Δ = { z ∈ C: | z | < 1} and satisfy ∫ Δ (1 – | z |) p −1 | f′(z) | …