New trigonometric and hyperbolic inequalities
Barkat Ali Bhayo, Riku Kl\'en, J\'ozsef S\'andor
TL;DR
This paper introduces new sharp inequalities involving trigonometric and hyperbolic functions, refining and extending classical inequalities like Cusa-Huygens and Wu-Srivastava.
Contribution
It presents novel inequalities and their sharp bounds, providing refinements and analogs of well-known classical inequalities.
Findings
New sharp trigonometric inequalities
Hyperbolic inequalities with improved bounds
Refinements of classical inequalities like Cusa-Huygens
Abstract
The aim of this paper is to prove new trigonometric and hyperbolic inequalities, which constitute among others refinements or analogs of famous Cusa-Huygens, Wu-Srivastava, and related inequalities. In most cases, the obtained results are sharp.
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