
doi: 10.3390/sym15101842
handle: 11590/453048
We use power series with rational exponents to find exact solutions to initial value problems for fractional differential equations. Certain problems that have been previously studied in the literature can be solved in a closed form, and approximate solutions are derived by constructing recursions for the relevant expansion coefficients.
Caputo fractional derivative, expansions in fractional powers, fractional differential equations, fractional-order logistic equation
Caputo fractional derivative, expansions in fractional powers, fractional differential equations, fractional-order logistic equation
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