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Mapping Properties of Generalized Robertson Functions under Certain Integral Operators

Muhammad Arif, Wasim Ul-Haq, Muhammad Ismail · 2012 📄 DOI →

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Abstract

In the present article, certain classes of generalized p-valent Robertson functions are considered. Mapping properties of these classes are investigated under certain p-valent integral operators introduced by Frasin recently.

Results & Lemmas (2)

Each result is auto-extracted from the paper via OCR - the math is shown verbatim and may carry occasional transcription artifacts. Click to expand the full statement.

Theorem 2.1. Theorem 2.1. Let   , i k f z R p    for 1
Theorem 2.1. Let    , i k f z R p    for 1
Theorem 2.5. Theorem 2.5. Let  , i k f z V p     for 1 i
Theorem 2.5. Let  , i k f z V p     for 1 i

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