共 15 条
[1]
Salem A., Two classes of bounds for the q -gamma and the q -digamma functions in terms of the q -zeta functions, Banach J. Math. Anal., 8, 1, pp. 109-117, (2014)
[2]
Batir N., On some properties of the gamma function, Expo. Math., 26, pp. 187-196, (2008)
[3]
Yu Y., A remark on a class of double inequalities of Batir, Expo. Math., 27, pp. 171-174, (2009)
[4]
Abramowitz M., Stegun C.A., Handbook of Mathematical Functions with Formulas, Graphs, Mathematical Tables 7Th Printing, Applied Mathematics Series, 55, (1964)
[5]
Askey R., The q -gamma and q -beta functions, Appl. Anal., 8, pp. 125-141, (1978)
[6]
Moak D.S., The q -gamma function for q> 1, Aequ. Math., 20, pp. 278-285, (1980)
[7]
Moak D.S., The q -analogue of Stirling’s formula, Rocky Mt. J. Math., 14, pp. 403-413, (1984)
[8]
Daalhuis O., Asymptotic expansions of q -gamma, q -exponential and q -bessel functions, J. Math. Anal. Appl., 186, pp. 896-913, (1994)
[9]
Salem A., Alzahrani F., Improvements of bounds for the q -gamma and the q -polygamma functions, J. Math. Ineq., 11, 3, pp. 873-883, (2017)
[10]
Salem A., A certain class of approximations for the q -digamma function, Rocky Mt. J. Math., 46, 5, pp. 1665-1677, (2016)