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Submission declined on 17 September 2024 by OhHaiMark (talk). The content of this submission includes material that does not meet Wikipedia's minimum standard for inline citations. Please cite your sources using footnotes. For instructions on how to do this, please see Referencing for beginners. Thank you.
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The Fractional Calculus of Sets (FCS), first introduced in the article titled "Sets of Fractional Operators and Numerical Estimation of the Order of Convergence of a Family of Fractional Fixed-Point Methods"[1], is a methodology derived from fractional calculus[2]. The primary concept behind FCS is the characterization of fractional calculus elements using sets due to the plethora of fractional operators available.[3][4][5]. This methodology originated from the development of the Fractional Newton-Raphson method[6] and subsequent related works.[7][8][9][10].