Results 301 to 310 of about 6,057 (310)

New refinements of some classical inequalities via Young’s inequality

Advances in Operator Theory
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Mohamed Amine Ighachane, Fuad Kittaneh, Zakaria Taki   +2 more
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Interpolated Young and Heinz inequalities

Linear and Multilinear Algebra, 2015
In this article, we interpolate the well-known Young’s inequality for numbers and matrices, when equipped with the Hilbert–Schmidt norm, then present the corresponding interpolations of recent refinements in the literature. As an application of these interpolated versions, we study the monotonicity these interpolations obey.
M. Sababheh, A. Yousef, R. Khalil
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Matrix Young Inequalities

2006
Operator and matrix versions of classical inequalities are of considerable interest in mathematics. A fundamental inequality among positive real numbers is the arithmetic-geometric mean inequality whose generalization is the most important case of the Young inequalities.
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Maximal Integral Inequalities and Hausdorff–Young

Journal of Fourier Analysis and Applications
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Calixto P. Calderón, Alberto Torchinsky
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Presentation of Young's inequality [PDF]

Journal of inequalities and special functions, 2015
The paper presents different forms of Young's inequality. Main results include generalizations of the discrete and integral form. Issues on inequalities are studied using the geometric-arithmetic mean inequality, integral method and Jensen's inequality. A functional approach to Young's inequality is also considered.
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Weighted Fourier Transform Inequalities via Mixed Norm Hausdorff-Young Inequalities

Canadian Journal of Mathematics, 1994
AbstractWiener-Lorentz amalgam spaces are introduced and some of their interpolation theoretic properties are discussed. We prove Hausdorff-Young theorems for these spaces unifying and extending Hunt's Hausdorff-Young theorem for Lorentz spaces and Holland's theorem for amalgam spaces. As consequences we prove weighted norm inequalities for the Fourier
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REMARKS ON THE HAUSDORFF-YOUNG INEQUALITY

2000
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Young’s Inequality

1993
D. S. Mitrinović, J. E. Pečarić, A. M. Fink   +2 more
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Inequalities among young people

Nursing Children and Young People, 2019
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Young People, Divisions and Inequality

2013
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