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Some Subclasses of p-Valent Functions Defined by Generalised Fractional Differintegral Operator - I |
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PP: 49-58 |
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doi:10.18576/msl/050107
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Author(s) |
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C. Selvaraj,
O. S. Babu,
G. Murugusundaramoorthy,
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Abstract |
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| A generalized extended fractional differintegral operator
$\mathpzc{S}_{0,z}^{\lambda, \mu , \eta}( z \in \triangle; p \in \mathbb{N}; \mu, \eta \in \mathbb{R};$ $
\mu < p + 1; -\infty < \lambda < \eta + p + 1)$
was introduced and studied by Goyal and Prajapat \cite{GoyPra}. In this paper, by applying
this operator we define a class $\mathcal{V}_{p}^{\lambda, \mu, \eta}(\alpha; A, B)$
for a different subordination function and obtain some interesting results. |
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