| Abstract |
Article Information:
Results on Integral Operator of Analytic Function Defined by Fractional Derivatives
Deepak Singh and Rajendra Kumar Sharma
Corresponding Author: Deepak Singh
Key words: Analytic functions, fractional derivative, integral operator and the class H (A, B, p, δ), univalent functions, , ,
Vol. 3 , (09): 871-873 |
| Submitted |
Accepted |
Published |
| 2011 June, 06 |
2011 August, 16 |
2011 September, 20 |
In the present study we introduce a new class namely H (A, B, p, δ) of analytic functions defined
by fractional derivatives. In our first result we find a class preserving integral operator and in the next result
a converse problem of this integral operator is discussed. |
Cite this Reference:
Deepak Singh and Rajendra Kumar Sharma, 2011. Results on Integral Operator of Analytic Function Defined by Fractional Derivatives.
Research Journal of Applied Sciences, Engineering and Technology, 3(09): 871-873. |
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ISSN (Online): 2040-7467
ISSN (Print): 2040-7459 |
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