A seminorm bound on radial restrictions of analytic functions on the disc implies they belong to Hardy space H^p with boundary traces in Besov space B^{s}_{p,p,+}, giving an isomorphism.
Rudin, Functional Analysis, 2nd ed., McGraw-Hill, New York
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A seminorm-only characterization of analytic Besov spaces on the disc
A seminorm bound on radial restrictions of analytic functions on the disc implies they belong to Hardy space H^p with boundary traces in Besov space B^{s}_{p,p,+}, giving an isomorphism.