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Showing 1 to 2 of 2 for “"Harmonic measures"”.

  1. Polynomial approximation and Carleson measures on a general domain and equivalence classes of subnormal operators

    … Let G be a bounded simply connected domain with harmonic measure ω. We say a positive measure τ on G is a Carleson measure if there exists a positive constant c such that for each t ∈ [1, ∞) and each polynomial p we have ⎮⎮p⎮⎮<sub>L¹(τ)</sub>≤ c ⎮⎮p⎮⎮ <sub>Lᵗ(ω)</sub>, We characterize all …

    vt Repository record for Polynomial approximation and Carleson measures on a general domain and equivalence classes of subnormal operators (opens in a new tab)