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Majorization Results for Certain Subfamilies of Analytic Functions

机译:对分析职能的某些亚组织的大多数结果

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Let h1ezT and h2ezT be two nonvanishing holomorphic functions in the open unit disc with h1e0T = h2e0T = 1. For some holomorphic function qezT, we consider the class consisting of normalized holomorphic functions f whose ratios fezT/zqezT and qezT are subordinate to h1ezT and h2ezT, respectively. The majorization results are obtained for this class when h1ezT is chosen either h1ezT = cos z or h1ezT = 1 + sin z or h1ezT = ffiffiffiffiffiffiffiffiffi 1 + z p and h2ezT = 1 + sin z.
机译:让H1EZT和H2EZT在开放式单元盘中具有H1E0T = H2E0T = 1的两个非衰弱的血管功能 , 分别。 The majorization results are obtained for this class when h1ezT is chosen either h1ezT = cos z or h1ezT = 1 + sin z or h1ezT = ffiffiffiffiffiffiffiffiffi 1 + z p and h2ezT = 1 + sin z.

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