Panaitopol-Bandila-Lascu Type Inequalities for Generalized Hyperbolic Functions

In this paper, we establish Panaitopol-Bandila-Lascu type inequalities for some generalized hyperbolic functions. The established results extend and generalize some earlier results due Barbu and Piscoran. The procedure makes use of the classical arithmetic-geometric mean inequality and the Cauchy-Sc...

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Vydané v:Asian Research Journal of Mathematics s. 30 - 36
Hlavní autori: Nantomah, Kwara, Kasimu, Osman
Médium: Journal Article
Jazyk:English
Vydavateľské údaje: 07.05.2020
ISSN:2456-477X, 2456-477X
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Abstract In this paper, we establish Panaitopol-Bandila-Lascu type inequalities for some generalized hyperbolic functions. The established results extend and generalize some earlier results due Barbu and Piscoran. The procedure makes use of the classical arithmetic-geometric mean inequality and the Cauchy-Schwarz inequality.
AbstractList In this paper, we establish Panaitopol-Bandila-Lascu type inequalities for some generalized hyperbolic functions. The established results extend and generalize some earlier results due Barbu and Piscoran. The procedure makes use of the classical arithmetic-geometric mean inequality and the Cauchy-Schwarz inequality.
Author Kasimu, Osman
Nantomah, Kwara
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Snippet In this paper, we establish Panaitopol-Bandila-Lascu type inequalities for some generalized hyperbolic functions. The established results extend and generalize...
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