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Dirichlet Average of New Generalized M-series and Fractional Calculus
Abstract
Abstract
We know that every analytic function can be measured as a Dirichlet average and connected with fractional calculus. In this note, we set up a relation between Dirichlet average of new generalized M-series, and fractional derivative. Fractional derivative is a derivative of arbitrary order i.e. may be real, complex, integer or fractional order.
Keywords: Dirichlet average new generalized M-series, fractional derivative, fractional calculus operators
Cite this Article
Manoj Sharma. Dirichlet Average of New Generalized M-series and Fractional Calculus. Research & Reviews: Discrete Mathematical Structures. 2016; 3(3): 13–16p.
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