PAPERZILLA
Crunching Academic Papers into Bite-sized Insights.
About
Sign Out
← Back to papers
Physical Sciences › Mathematics › Applied Mathematics
INEQUALITIES FOR GENERALIZED TRIGONOMETRIC AND HYPERBOLIC FUNCTIONS WITH ONE PARAMETER
★
★
★
☆
☆
SHARE
Overview
Paper Summary
Conflicts of Interest
Identified Weaknesses
Rating Explanation
Good to know
Topic Hierarchy
File Information
Paper Summary
Paperzilla title
Trig and Hyperbolic Inequality Remix: New Math, Old Tunes
This paper establishes new inequalities for generalized trigonometric and hyperbolic functions with one parameter. It extends classic inequalities like Mitrinović-Adamović, Lazarević, and Huygens-type to these generalized functions.
Possible Conflicts of Interest
None identified
Identified Weaknesses
Limited Scope
The focus is very narrow and specialized, limiting its broader applicability and impact.
Lack of Practical Application
The paper primarily focuses on theoretical derivations and proofs, lacking practical applications or empirical validation to demonstrate the usefulness of the inequalities.
Incremental Contribution
While the paper generalizes existing inequalities, the novelty and significance of these generalizations are not clearly established.
Rating Explanation
The paper presents mathematically sound derivations of inequalities. However, it lacks practical applications and the significance of the generalizations is not substantial enough for a higher rating.
Good to know
This is our free standard analysis. Paperzilla Pro fact-checks every citation, researches author backgrounds and funding sources, and uses advanced AI reasoning for more thorough insights.
Explore Pro →
Topic Hierarchy
File Information
Original Title:
INEQUALITIES FOR GENERALIZED TRIGONOMETRIC AND HYPERBOLIC FUNCTIONS WITH ONE PARAMETER
File Name:
jmi-14-01-abs.pdf
[download]
File Size:
0.13 MB
Uploaded:
July 14, 2025 at 10:56 AM
Privacy:
🌐 Public
© 2025 Paperzilla. All rights reserved.