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Fractional Derivatives And Fractional MechanicsThis Paper Provides A Basic Introduction To Fractional Calculus, A Branch Of Mathematical Analysis That Studies The Possibility Of Taking Any Real Power Of The Di Erentiation Operator. We Introduce Two Di Erent Def-initions Of The Fractional Derivative, Namely The Riemann-Liouville And 3th, 2024Some Fractional Special Functions And Fractional MomentsZero. Therefore, This Generating, In Several Aspects, Corresponds With Results From FC, Namely (i) Generalized Taylor Series By Caputa Fractional Derivation, (ii) Generalized Fractional Special Functions. The Fractional Taylor Series Of An In Nitely Fractionally Di Erentiable Func-tion Is Based On The Fundamental Theorem Of FC. By Using Of ... 2th, 2024Summary Of Calculus - Fractional) CalculusSummary Of Super Calculus 01 Gamma Function & Digamma Function Although The Factorial N! And The Harmonic Number Hn (=1+1/2+ +1/n)are Usuallydefined For A Natural Number, If A Gamma Function And A Digamma Function Are 3th, 2024.
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