Titlebook: Current Topics in Pure and Computational Complex Analysis; Santosh Joshi,Michael Dorff,Indrajit Lahiri Book 2014 Springer India 2014 Compl

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2297-0215 ctions and their applications, both theoretical and computational. The recent developments in complex analysis and its applications play a crucial role in research in many disciplines..978-81-322-2940-7978-81-322-2113-5Series ISSN 2297-0215 Series E-ISSN 2297-024X

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The Minimal Surfaces Over the Slanted Half-Planes, Vertical Strips and Single Slit,xis. The representation of these minimal surfaces and the corresponding harmonic mappings are obtained explicitly. Finally, we illustrate the harmonic mappings of each of these cases together with their minimal surfaces pictorially with the help of mathematica. The content of this chapter is a short

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Uniqueness of Entire Functions Sharing Certain Values with Derivatives,C. Yang initiated this kind of investigation. Afterwards, a number of researchers like Mues, Steinmetz, Zhang, Zheng, Wang, Yang, Yi etc. proceeded further with this problem. Now-a-days the uniqueness problem of entire functions sharing values with derivatives has become one of the most well explore

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Starlikeness and Convexity of Certain Integral Transforms by using Duality Technique,on in the unit disk. This leads to the investigation between the equivalence of non-negativity of a linear functional and the given integral transform involving starlike and convex functions. Particular values of . give rise to well-known integral operators. Investigation of the parameters for such

随意

,Eneström–Kakeya Theorem and Some of Its Generalizations,ch theoretical research (including being the initial motivation for modern algebra). The earliest contributors to this subject were Gauss and Cauchy. Algebraic and analytic methods for finding zeros of a polynomial, in general, can be quite complicated. So it is desirable to put some restrictions on

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