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September 12, 2025Malaysian Journal of Mathematical SciencesOpen Access

A Study On Perturbed Newton-type Inequalities For Fractional Operator and Application

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Authors

AMArslan MunirAQAther QayyumHBHacı Mehmet Başkonuş

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Overview

This study demonstrates new perturbed newton-type inequalities using fractional operators, suggesting improved error bounds in mathematical applications.

Key Points

  • New perturbed newton-type inequalities were developed using fractional operators, enhancing mathematical techniques.
  • The Caputo Fabrizio fractional operator was utilized to derive a new identity, establishing several error bounds.
  • This research introduces a refinement of Simpson's second formula, expanding its applications in fractional integrals.
  • The findings include application examples for special means, indicating practical implications of the new inequalities.

Cite This Study

Munir et al. (2025) studied this question.

synapsesocial.com/papers/68d44c4d31b076d99fa55d17https://doi.org/10.47836/mjms.19.3.11
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