Browsing by Subject "Analytic functions"
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Item An edge-of-the-wedge theorem without wedges(Texas Tech University, 1977-05) Olivier, Philip DenisNot availableItem Holomorphic extension for certain non-CR-submanifolds.(Texas Tech University, 1974-08) Mooningham, John WilliamNot availableItem Majorization and pseudo-subordination of a class of analytic functions(Texas Tech University, 2000-08) Campos, RichardIn this thesis, we combine techniques used in Barnard and Kellogg's paper, Ruscheweyh's subordination result, (1.4), variational techniques, and geometric properties of Mobius transformations to verify the following theorem: Theorem 1.1. If F G K* and f ^w F in D with /'(0) > 0, then f < F' for z G F>i and the result is sharp.