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An Efficient Fractional Polynomial Spline for Compute FDEs with Stability Analysis
  • Faraidun Hamasalh,
  • seaman hama
Faraidun Hamasalh
University of Sulaimani

Corresponding Author:[email protected]

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seaman hama
University of Sulaimani
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Abstract

To compute the solution of FDEs, we create a fractional polynomial spline in this paper; the spline interpolation with fractional polynomial coefficients must be constructed using the Caputo fractional derivative. Error bounds were studied and a stability analysis was completed for the given spline function. Four examples were used to consider the numerical explanation for the provided method. The research suggests that the fractional spline function, which interpolates data, is useful and accurate in solving unique problems.