Results 21 to 30 of about 566,236 (289)
An Optimal Double Inequality for Means
Journal of Inequalities and Applications, 2010 For , the generalized logarithmic mean , arithmetic mean and geometric mean of two positive numbers and are defined by , ; , , , ; , , ; , , ; and , respectively. In this paper, we give an answer to the open problem: for , what
Wei-Mao Qian, Ning-Guo Zheng
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Estimation of Confidence Intervals for the Threshold Level of Income Inequality in Iran [PDF]
مدلسازی اقتصادسنجی, 2014 Â The overall aim of this study is to construct confidence interval for the optimal size of income inequality, i.e., that size of income inequality which is embodying optimal economic growth in Iran concerning 1353-1391.
Khosrow Piraee +3 more
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Optimal taxation policy maximum-entropy approach [PDF]
Yugoslav Journal of Operations Research, 2003 The object of this paper is firstly to present entropic measure of income inequality and secondly to develop maximum entropy approaches for the optimal reduction of income inequality through taxation. .
Jana P., Mazumder S.K., Das N.C.
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An Optimal Control Problem Governed by a Kirchhoff-Type Variational Inequality
Journal of Applied Mathematics, 2020 This paper is concerned with an optimal control problem governed by a Kirchhoff-type variational inequality. The existence of multiplicity solutions for the Kirchhoff-type variational inequality is established by using some nonlinear analysis techniques ...
Chengfu Wang, Pengcheng Wu, Yuying Zhou
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Optimal inflation to reduce inequality [PDF]
Review of Economic Dynamics, 2016 Abstract A popular argument in favor of price stability is that the inflation-tax burden would disproportionately fall on the poor because wealth is unevenly distributed and portfolio composition of poorer households is skewed towards a larger share of money holdings.
Menna, L, Tirelli, P
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Economic growth and the optimal inequality of income
Annales Etyka w Życiu Gospodarczym, 2018 Inequality of income is one of the significant factors forming social capital. Two views dominate among economists dealing with the influence of income inequality on economic growth. On the one hand, a too low level of income inequality does not motivate
Jan Jacek Sztaudynger
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Sharp Hardy inequalities in the half space with trace remainder term [PDF]
, 2011 In this paper we deal with a class of inequalities which interpolate the Kato's inequality and the Hardy's inequality in the half space. Starting from the classical Hardy's inequality in the half space $\rnpiu =\R^{n-1}\times(0,\infty)$, we show that, if
Adele Ferone +6 more
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Optimizing Improved Hardy Inequalities
Journal of Functional Analysis, 2002 Let \(N\geq 3\) and \(\Omega\) be a bounded domain in \({\mathbb R}^N\) such that \(0\in \Omega\). The goal of the authors is to study a general improved Hardy inequality: For all \(u\in H^1_0(\Omega)\), \[ \int_{\Omega} \left|\nabla u\right|^2\geq \left(\frac{N-2}2\right)^2\int_{\Omega} \frac{\left|u\right|^2}{\left|x\right|^2}dx+b\int_{\Omega} Vu^2dx
Filippas, Stathis, Tertikas, Achilles
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Extending Gromov’s optimal systolic inequality
Journal of Geometry, 2023 The existence of nontrivial cup products or Massey products in the cohomology of a manifold leads to inequalities of systolic type, but in general such inequalities are not optimal (tight). Gromov proved an {optimal} systolic inequality for complex projective space.
Goodwillie, Thomas G. +2 more
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Improved Poincar\'e inequalities [PDF]
, 2011 Although the Hardy inequality corresponding to one quadratic singularity, with optimal constant, does not admit any extremal function, it is well known that such a potential can be improved, in the sense that a positive term can be added to the quadratic
Dolbeault, Jean, Volzone, Bruno
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