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Benders, metric and cutset inequalities for multicommodity capacitated network design
(SPRINGER, 2009)
Solving multicommodity capacitated network design problems is a hard task that requires the use of several strategies like relaxing some constraints and strengthening the model with valid inequalities. In this paper, we ...
q− Fractional Inequalities
(Universidad de La Frontera. Departamento de Matemática y EstadísticaUniversidade Federal de Pernambuco. Departamento de Matemática, 2011)
The bohnenblust-hille inequality combined with an inequality of Helson
(American Mathematical Society, 2015-12)
We give a variant of the Bohenblust-Hille inequality which, for certain families of polynomials, leads to constants with polynomial growth in the degree.
Landau and Kolmogoroff type polynomial inequalities II
(2004-06-01)
Let 0 < j < m ≤ n. Kolmogoroff type inequalities of the form ∥f(j)∥2 ≤ A∥f(m)∥ 2 + B∥f∥2 which hold for algebraic polynomials of degree n are established. Here the norm is defined by ∫ f2(x)dμ(x), where dμ(x) is any ...
Improved Caffarelli-Kohn-Nirenberg and trace inequalities for radial functions
(Amer Inst Mathematical Sciences, 2012-09)
We show that Caffarelli-Kohn-Nirenberg first order interpolation inequalities as well as weighted trace inequalities in Rn × R+ admit a better range of power weights if we restrict ourselves to the space of radially symmetric ...
Association between gender inequality and population-level health outcomes: Panel data analysis of organization for Economic Co-operation and Development (OECD) countries
(Elsevier, 2021)
Background: Gender plays a well-recognized role in shaping health inequities. However, the population-level health consequences of gender inequalities have not been measured comprehensively. The goal of this study was to ...
Korn’s inequalities for generalized external cusps
(Wiley, 2016-11)
In this paper we consider a general class of external cusps defined by linking appropriate collections of John domains. For that class, weighted Korn inequalities are proved by means of rather elementary arguments.
A Grüss type operator inequality
(Duke University Press, 2017-01)
In 2001, Renaud obtaines a Grüss type operator inequality involving the usual trace functional. In this article, we give a refinement of that result, and we answer positively Renaud´s open problem.
Young type inequalities for positive operators
(EMIS, 2013-03)
In this paper we present renements and improvement of the Young inequality in the context of linear bounded operators.