Results 41 to 50 of about 725 (168)
The Best Bounds in Kershaw's Inequality and Two Completely Monotonic Functions
, 2006 A new proof for monotonicity and convexity of a function deduced from Kershaw’s inequality involving the Wallis’ function about the Euler’s gamma function is provided.
Qi, Feng
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Spectral inequalities and G-functions
, 1980 The results of Ostrowski on nonsingularity of matrices through diagonal dominance are generalized to the case of monotonic norms. From these results, combined with a basic theorem of Ky Fan, one obtains refinements and generalizations of the classical ...
Tovar, Raul, Nowosad, Pedro
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New Upper Bounds in the Second Kershaw's Double Inequality and its Generalizations
, 2007 In the paper, new upper bounds in the second Kershaw’s double inequality and its generalizations involving the gamma, psi and polygamma functions are established, some known results are ...
Guo, Senlin, Qi, Feng
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An inequality for monotonic functions generalizing Ostrowski and related results
Computers & Mathematics with Applications, 2006 zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Sever Silvestru Dragomir, Anthony Sofo
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Complete Monotonicity of Logarithmic Mean
, 2007 In the article, the logarithmic mean is proved to be completely monotonic and an open problem about the logarithmically complete monotonicity of the extended mean values is ...
Qi, Feng
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Generalization of Subadditive, Monotone and Convex Functions
, 2023 Let $I\subseteq{\mathbb{R_+}}$ be a non empty and non singleton interval where ${\mathbb{R_+}}$ denotes the set of all non negative numbers. A function $Φ: I\to {\mathbb{R_+}}$ is said to be subadditive if for any $x,y$ and $x+y\in I$, it satisfies the following inequality $$Φ(x+y)\leq Φ(x)+Φ(y).$$ In this paper, we consider this ordinary notion of ...
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Weighted Norm Inequalities for General Operators on Monotone Functions [PDF]
Transactions of the American Mathematical Society, 1993 In this paper we characterize the weights w , v w,v
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Generalizations of weighted trapezoidal inequality for monotonic functions and applications
, 2007 In this paper we establish some generalizations of a weighted trapezoidal inequality for monotonic functions and give several applications for the r-moments, the expectation of a continuous random variable and the Beta and Gamma ...
Yang, Gou-Sheng +2 more
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Generalizations and refinements of Opial type inequalities [PDF]
, 2016 U disertaciji je promatrana Opialova nejednakost i njezina poopćenja i profinjenja, kratko rečeno, proučavane su nejednakosti Opialova tipa. Prvo su dobivene nove nejednakosti Opialova tipa za konveksne funkcije koje su poopćenja i profinjenja Opialove ...
Barbir, Ana
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Generalizations of Weighted Trapezoidal Inequality for Monotonic Mappings and Its Applications
, 2003 In this paper, we establish some generalizations of weighted trapezoid inequality for monotonic mappings, and give several applications for r − moment, the expectation of a continuous random variable and the Beta ...
Yang, Gou-Sheng +2 more
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