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January 24, 2026Annals of West University of Timisoara - Mathematics and Computer ScienceOpen Access

Study of a multi-parameter three-dimensional Hardy-Hilbert type integral inequality

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Authors

CCC. Chesneau

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Overview

Analyzing a new three-dimensional integral inequality, highlighting its versatility and theoretical foundations.

Key Points

  • This research focuses on developing a three-dimensional Hardy-Hilbert integral inequality with adjustable parameters.
  • Examine the generality of the Hardy-Hilbert integral inequality.
  • Derive several new integral inequalities from the main result.
  • Provide rigorous proofs to support the theoretical findings.
  • Demonstrated versatility of the new inequality across various analytical frameworks.
  • Identified complex interactions facilitated by multiple adjustable parameters.

Cite This Study

C. Chesneau (2026) studied this question.

synapsesocial.com/papers/697461a8bb9d90c67120b8d4https://doi.org/10.2478/awutm-2026-0003
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