Publikacije Elektrotehnickog fakulteta - serija: matematika 2007 Issue 18, Pages: 32-37
doi:10.2298/PETF0718032N
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Inequalities involving inverse circular and inverse hyperbolic functions

Neuman Edward

Inequalities connecting inverse circular and inverse hyperbolic functions are established. These results are obtained with the aid of an elementary transcendental function which belongs to the family of R-hyper geometric functions discussed in detail in Carlson’s monograph [2].

Keywords: inequalities, inverse circular and inverse hyperbolic functions, R-hyper geometric functions, total positivity, logarithmic convexity

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