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October 9, 2025Mathematical Methods in the Applied Sciences

An Extensive Study of Weighted Hilfer Fractional Calculus With Respect to Functions

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Authors

HBHaider ButtHFHafiz Muhammad Fahad

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Overview

This research investigates fractional calculus properties in function spaces, suggesting new approaches for operators.

Key Points

  • The study uncovers new properties of the weighted Hilfer operator in fractional calculus, enhancing theoretical understanding.
  • Key properties include boundedness and convergence, with implications for function behavior in various spaces.
  • Research establishes existence and uniqueness conditions for fractional differential equations relating to these operators.
  • Utilizing fixed point theory, the findings may lead to new methods in solving complex differential equations.

Cite This Study

Butt et al. (2025) studied this question.

synapsesocial.com/papers/68e79cf2ed88661f66c2e0b7https://doi.org/10.1002/mma.70158
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