Some Properties of the -Hilfer-Caputo Fractional Derivative

Key Points

• Main findings highlight key properties of the psi-hilfer-caputo fractional derivative, demonstrating its utility in modeling complex systems.
• Significant results revealed that certain properties provide insights into the behavior of fractional derivatives in various applications.
• Observational analysis across analytical methods helps to elucidate the mathematical framework underlying these derivatives.
• Implications suggest further exploration into fractional calculus is needed to expand its application in complex modeling scenarios.