AbstractIn the paper, a new and elegant lower bound in the second Kershaw's double inequality is established, some alternative simple and polished proofs are given, several deduced functions involving the gamma and psi functions are proved to be decreasingly monotonic and logarithmically completely monotonic, and some remarks and comparisons are stated
AbstractIn this paper we prove a complete monotonicity theorem and establish some upper and lower bo...
AbstractThis paper deals with a generalization of L’Hôspital-type rules for monotonicity. The result...
AbstractIn this paper, some properties associated with the complete monotonicity and the logarithmic...
AbstractIn the paper, a new upper bound in the second Kershaw's double inequality involving ratio of...
In the article, the sufficient and necessary conditions such that a class of functions which involv...
A new proof for monotonicity and convexity of a function deduced from Kershaw’s inequality involvin...
In the paper, a new and elegant lower bound in the second Kershaw’s\ud double inequality is establis...
AbstractWe present some complete monotonicity and logarithmically complete monotonicity properties f...
AbstractIn this paper, the logarithmically complete monotonicity of the function exΓ(x+β)/xx+β−α in ...
AbstractBy using the first Binet's formula the strictly completely monotonic properties of functions...
AbstractWe study the remainder RN(x) in an asymptotic expansion due to S.N.M. Ruijsenaars, for the l...
AbstractA logarithmically completely monotonic function is completely monotonic. The function 1−lnx+...
AbstractWe prove a class of double inequalities for the gamma function which were conjectured by Bat...
AbstractIn this paper, we prove that for x+y>0 and y+1>0 the inequality [Γ(x+y+1)/Γ(y+1)]1/x[Γ(x+y+2...
In this paper ,we present some logarithmically completely monotonic functions . Furthermore ,we obt...
AbstractIn this paper we prove a complete monotonicity theorem and establish some upper and lower bo...
AbstractThis paper deals with a generalization of L’Hôspital-type rules for monotonicity. The result...
AbstractIn this paper, some properties associated with the complete monotonicity and the logarithmic...
AbstractIn the paper, a new upper bound in the second Kershaw's double inequality involving ratio of...
In the article, the sufficient and necessary conditions such that a class of functions which involv...
A new proof for monotonicity and convexity of a function deduced from Kershaw’s inequality involvin...
In the paper, a new and elegant lower bound in the second Kershaw’s\ud double inequality is establis...
AbstractWe present some complete monotonicity and logarithmically complete monotonicity properties f...
AbstractIn this paper, the logarithmically complete monotonicity of the function exΓ(x+β)/xx+β−α in ...
AbstractBy using the first Binet's formula the strictly completely monotonic properties of functions...
AbstractWe study the remainder RN(x) in an asymptotic expansion due to S.N.M. Ruijsenaars, for the l...
AbstractA logarithmically completely monotonic function is completely monotonic. The function 1−lnx+...
AbstractWe prove a class of double inequalities for the gamma function which were conjectured by Bat...
AbstractIn this paper, we prove that for x+y>0 and y+1>0 the inequality [Γ(x+y+1)/Γ(y+1)]1/x[Γ(x+y+2...
In this paper ,we present some logarithmically completely monotonic functions . Furthermore ,we obt...
AbstractIn this paper we prove a complete monotonicity theorem and establish some upper and lower bo...
AbstractThis paper deals with a generalization of L’Hôspital-type rules for monotonicity. The result...
AbstractIn this paper, some properties associated with the complete monotonicity and the logarithmic...
DOI
Add to ORKG