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2017
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47
Generalized fractional calculus of the multiindex Bessel function
Generalized fractional calculus of the multiindex Bessel function
en
en
The present paper is devoted to the study of the fractional calculus operators to obtain a number of key results for the
generalized multiindex Bessel function involving Saigo hypergeometric fractional integral and differential operators in terms
of generalized Wright function. Various particular cases and consequences of our main fractional-calculus results as classical
Riemann-Liouville and Erde´lyi-Kober fractional integral and differential formulas are deduced.
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D. L.
Suthar
S. D.
Purohit
R. K.
Parmar
Fractional calculus operators
multiindex Bessel function
Wright function.
Article.3.pdf
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