Taylor and Francis Group, Integral Transforms and Special Functions, 11(18), p. 837-843
DOI: 10.1080/10652460701528875
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In the paper, the logarithmically complete monotonicity, logarith-mically absolute monotonicity and logarithmically absolute convexity of the function [Γ(1+tx)] s [Γ(1+sx)] t for x, s, t ∈ R such that 1 + sx > 0 and 1 + tx > 0 with s = t are verified, some known results are generalized.