2015European Journal of Pure and Applied MathematicsOpen access

Fractional Generalization of Rodrigues-type Formulas For Certain Class Of Special Functions

Maged G. Bin-Saad

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Abstract

This paper refers to some generalizations of certain classical Rodrigues formulas. By means of the Riemann - Liouville operator of fractional calculus Rodrigues-type representation formulas of fractional order are derived and some of their properties are given and compared with the corresponding properties of known cases

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This paper refers to some generalizations of certain classical Rodrigues formulas. By means of the Riemann - Liouville operator of fractional calculus Rodrigues-type representation formulas of fractional order are derived and some of their properties are given and compared with the corresponding properties of known cases

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Available abstract

This paper refers to some generalizations of certain classical Rodrigues formulas. By means of the Riemann - Liouville operator of fractional calculus Rodrigues-type representation formulas of fractional order are derived and some of their properties are given and compared with the corresponding properties of known cases

Key concepts: Mathematics, Type (biology), Generalization, Fractional calculus, Pure mathematics, Class (philosophy), Operator (biology), Order (exchange)

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