Double-Sided Taylor’s Approximations and Their Applications in Theory of Trigonometric Inequalities
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Publication:3296683
DOI10.1007/978-3-030-37904-9_8zbMath1442.30002arXiv1906.04641OpenAlexW4236862051MaRDI QIDQ3296683
Bojan Banjac, Tatjana Lutovac, Marija Rašajski, Branko J. Malešević
Publication date: 1 July 2020
Published in: Trigonometric Sums and Their Applications (Search for Journal in Brave)
Full work available at URL: https://arxiv.org/abs/1906.04641
Related Items (4)
Generalized bounds for sine and cosine functions ⋮ New sharp inequalities of Mitrinovic-Adamovic type ⋮ Generalizations and improvements of approximations of some analytic functions: a survey ⋮ Some new estimates of precision of Cusa-Huygens and Huygens approximations
Cites Work
- Unnamed Item
- Jordan-type inequalities for differentiable functions and their applications
- A generalization of L'Hospital-type rules for monotonicity and its application
- Refinements and generalizations of some inequalities of Shafer-fink's type for the inverse sine function
- Extensions of the natural approach to refinements and generalizations of some trigonometric inequalities
- On Jordan's inequality
- Refined estimates and generalizations of inequalities related to the arctangent function and Shafer's inequality
- New approximations of some expressions involving trigonometric functions
- A new method for proving some inequalities related to several special functions
- The natural algorithmic approach of mixed trigonometric-polynomial problems
- A further refinement of a Jordan type inequality and its application
- Some notes on a method for proving inequalities by computer
- A method for proving some inequalities on mixed trigonometric polynomial functions
- On D'Aurizio's trigonometric inequality
- Analytic Number Theory, Approximation Theory, and Special Functions
- Refinements of the Shafer-Fink inequality of arbitrary uniform precision
- A proof of two conjectures of Chao-Ping Chen for inverse trigonometric functions
- A further refinement of Wilker's inequality
- A proof of an open problem of Yusuke Nishizawa for a power-exponential function
- One method for proving some classes of exponential analytical inequalities
- Double–Sided Taylor’s Approximations and Their Applications in Theory of Analytic Inequalities
- Some improvements of Jordan-Steckin and Becker-Stark inequalities
- The natural approach of Wilker-Cusa-Huygens inequalities
- Sharpening and generalizations of Shafer-Fink and Wilker type inequalities: a new approach
- A method for proving some inequalities on mixed hyperbolic-trigonometric polynomial functions
- Inequalities
- Analytic Inequalities
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