TURUNAN FRAKSIONAL RIEMANN-LIOUVILLE DARI f(x) = sin(kx)
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Date
2023-10
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Elfitra
Abstract
This article discusses fractional derivatives of trigonometric functions with Riemann-
Liouville fractional derivative and related with gamma functions. The fractional
derivative is denoted by D( )f(x) where is a fractional number greater than 0 and
x is a variable. The fractional derivative of a trigonometric function is obtained by
using some properties of the gamma
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Keywords
Trigonometry, Riemann-Liouville fractional derivative, fractional deriva- tive, gamma function
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