Riemann-Taylor Expansions and Fractional Derivatives (CROSBI ID 142126)
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Podaci o odgovornosti
Elezović, Neven ; Tomovski, Živorad
engleski
Riemann-Taylor Expansions and Fractional Derivatives
In this paper our intention is to show that formal calculus with (possible divergent) Riemann-Taylor's expansions is useful tool in fractional calculus. A list of Riemann-Taylor's expansions of certain well known special functions is given. The efficiency of this formal method is illustrated by improving several interesting differential formulas which are proved using other methods in some known handbooks and recently published papers.
Fractional derivatives; Riemann-Taylor's expansions; special functions
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