Conformable derivatives exist exactly when usual derivatives exist and relate to them via a simple scaling by t to the power 1-alpha.
Conformable Fractional Bessel Equation and Bessel Functions
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In this work, we study the fractional power series solutions around regular singular point x=0 of conformable fractional Bessel differential equation and fractional Bessel functions. Then, we compare fractional solutions with ordinary solutions. In addition, we present certain property of fractional Bessel functions.
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math.CA 1years
2019 1verdicts
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Remarks about the existence of conformable derivatives and some consequences
Conformable derivatives exist exactly when usual derivatives exist and relate to them via a simple scaling by t to the power 1-alpha.