SU\G(𝔾)/K·U

Sharp inequalities related to Gosper's formula

Cristinel Mortici

Type: Article

Publication Date: 2010-02-01

Citations: 43

DOI: https://doi.org/10.1016/j.crma.2009.12.016

Locations

  • Comptes Rendus MathĂ©matique - View
  • French digital mathematics library (Numdam) - View - PDF

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Works That Cite This (43)

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+ Unified approaches to the approximations of the gamma function 2016 Weiping Wang
+ On Ramanujan’s large argument formula for the Gamma function 2011 Cristinel Mortici
+ Sharp inequalities and asymptotic expansions for the gamma function 2015 Chao-Ping Chen
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+ A more accurate approximation for the gamma function 2016 Chao-Ping Chen
+ Remarks on asymptotic expansions for the gamma function 2012 Chao-Ping Chen
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+ Multiple-correction and faster approximation 2014 Xiaodong Cao
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+ Monotonicity properties of the volume of the unit ball in $${\mathbb{R}^{n}}$$ 2010 Cristinel Mortici
+ Refinements of Gurland’s formula for pi 2011 Cristinel Mortici
+ PDF Chat Inequalities, asymptotic expansions and completely monotonic functions related to the gamma function 2014 Chao-Ping Chen
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+ PDF Chat Padé approximant related to asymptotics for the gamma function 2017 Xin Li
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+ An Algebraic Inequality, II 2001 Bai‐Ni Guo
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+ PDF Chat Some Inequalities involving (<i>r</i>!)<sup>1/<i>r</i></sup> 1964 Henryk Minc
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+ PDF Chat On Some Inequalities Involving $(n!)^{1/n}$ 1994 Horst Alzer
+ New Sharp Bounds for Gamma and Digamma Functions 2011 Cristinel Mortici
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+ Arithmetic and Geometric Means, an Application to Lorentz Sequence Spaces 1988 J. S. Of Martins Coimbra