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Analogues of a Theorem of Frostman on Linear Fractional Transformations of Inner Functions and the0). In 1955 M. Heins established the following: if .(ζ) is an arbitrary function holomorphic and strictly contractive in ., then the function . (ζ, z) defined by (0.1) is the product of a Blaschke product and of an outer function for all ... of zero logarithmic capacity).