AN ALTERNATIVE PROOF OF ELEZOVIĆ-GIORDANO-PEČARIĆ’S THEOREM

AN ALTERNATIVE PROOF OF ELEZOVIĆ-GIORDANO-PEČARIĆ’S THEOREM (903)

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by Feng Qi , Bai-ni Guo

Citations:

2 - 2 self

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@MISC{Qi903analternative,
    author = {Feng Qi and Bai-ni Guo},
    title = {AN ALTERNATIVE PROOF OF ELEZOVIĆ-GIORDANO-PEČARIĆ’S THEOREM},
    year = {903}
}

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Abstract

Abstract. In the present note, an alternative proof is supplied for Theorem 1

Citations

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15	Some extensions of W. Gautschi’s inequalities for the gamma function - Kershaw - 1983
11	Some elementary inequalities relating to the gamma and incomplete gamma function - Gautschi
10	Note on a class of completely monotonic functions involving the polygamma functions - Qi, Guo, et al.
9	The best bounds in Gautschi’s inequality - Elezović, Giordano, et al.
9	Three classes of logarithmically completely monotonic functions involving gamma and psi functions - Qi
8	Bounds for the ratio of two gamma functions - Qi
7	The best bounds in Kershaw’s inequality and two completely monotonic functions - Qi
6	The best bounds in Gautschi-Kershaw inequalities - Qi, Guo, et al.
6	A note on gamma functions - Watson - 1959
6	Note on the gamma function - Wendel - 1948
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5	Functional equations for Wallis and Gamma - Lazarević, Lupa¸s - 1974
4	Laplace Transform, From MathWorld—A Wolfram Web Resource; Available online at http://mathworld.wolfram.com/LaplaceTransform.html - Weisstein
3	Properties and applications of a function involving exponential functions - Qi, Guo
2	Monotonicity and logarithmic convexity for a class of elementary functions involving the exponential function - Qi
2	Three-log-convexity for a class of elementary functions involving exponential function - Qi