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Material from geometric function theory is included. This book will be of much useful to the researchers of univalent and multivalent functions who aim to solve coefficient, and Fekete- Szego problems for various subclass-es of bi-univalent and p-valent analytic functions defined using operators. It includes many interesting examples and offers good access to latest developments. Teachers,students, researchers and mathematicians will enjoy this book.

Produktbeschreibung
Material from geometric function theory is included. This book will be of much useful to the researchers of univalent and multivalent functions who aim to solve coefficient, and Fekete- Szego problems for various subclass-es of bi-univalent and p-valent analytic functions defined using operators. It includes many interesting examples and offers good access to latest developments. Teachers,students, researchers and mathematicians will enjoy this book.
Autorenporträt
Associate professor of mathematics, Presidency college, University of Madras, Chennai, India.Twenty five years of teaching and research.Has successfully guided 15 M.Phil scholars and research adviser for 11 doctoral theses , awarded PhD under University of Madras. Area of research includes Theory of univalent functions and multivalent functions.