Results 111 to 120 of about 485,503 (210)
On a Minkowski-like inequality for asymptotically flat static manifolds
, 2018 The Minkowski inequality is a classical inequality in differential geometry giving a bound from below on the total mean curvature of a convex surface in Euclidean space, in terms of its area.
McCormick, Stephen,, Stephen McCormick
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The log-Minkowski inequality of curvature entropy for non-symmetric convex bodies
, 2022 In an earlier paper \cite{mazeng} the authors introduced the notion of curvature entropy, and proved the plane log-Minkowski inequality of curvature entropy under the symmetry assumption.
Wang, Yaling +3 more
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Volumetric Minkowski Inequality on Manifolds with Weighted Poincaré Inequality
The Journal of Geometric AnalysisAbstract In the paper, we establish a volumetric Minkowski inequality for complete manifolds admitting a weighted Poincaré inequality with the weight commensurable to the Ricci curvature lower bound. More precisely, we show that the weighted volume of a compact smooth domain in such manifolds is bounded from above by an integral of the mean ...
Wei-Yi Chiu, Chiung-Jue Anna Sung
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Investigation of the Bell-CHSH inequality in diamond regions
European Physical Journal C: Particles and FieldsA numerical setup for the Bell-CHSH inequality for causal diamonds in $$1+1$$ 1 + 1 Minkowski spacetime is presented. Upon choosing a suitable set of test functions supported in the diamonds, sensible violations are reported for the correlation function ...
M. S. Guimaraes +2 more
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The High Cost of Gender Inequality in Earnings
, 2018 This first note in the series on the cost of gender inequality focuses on the losses in national wealth due to gender inequality in earnings. There is a substantial literature on the impact of gender inequality on
de la Brière, Bénédicte +1 more
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Locally Farkas-Minkowski linear inequality systems
semi-infinite linear inequality systems, Farkas-Minkowski systems, locally polyhedral systems, semi-infinite linear programming, 15A39, 90C34,
Rubén Puente, Virginia Vera de Serio
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A Generalization Of The Inequality Of Minkowski
, 2007 Let us suppose that the inequality is true for all the values less or equal to m.
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A survey of discrete version of Brunn Minkowski inequality
, 2014 在本論文中，我們會先定義一個Brunn-Minkowski不等式。然後我們在第一部 分中首先證明它會收斂。在第二部分中，我們會證明一個離散型式的metric space 也會滿足Brunn-Minkowski不等式。In the rst part of the paper, we give a new de nition of Brunn- Minkowski inequality in metric measure space. Then we show the stability of Brunn-
施柏丞, Shih, Po-Chen
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The Brunn-Minkowski inequality for random sets
The Brunn-Minkowski inequality asserts a concavity feature of the volume functional under convex addition of sets. Among its applications has been Anderson's treatment of multivariate densities.
Vitale, Richard A.
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A Minkowski type inequality with free boundary in space forms [PDF]
In this paper, we consider a Minkowski inequality for a domain supported on any umbilical hypersurface with free boundary in space forms. We generalize the main result in \cite{Xia} into free boundary case and obtain a free boundary version of optimal ...
Guo, Jinyu
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