Results 21 to 30 of about 623,284 (221)
Minkowski's fundamental inequality for reduced positive quadratic forms [PDF]
K. Mahler
semanticscholar +2 more sources
A generalisation of Minkowski's second inequality in the geometry of numbers [PDF]
A. Woods
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An elementary proof of Minkowski's second inequality [PDF]
I. Danicic
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On a characterization of $L\sp p$-norm and a converse of Minkowski's inequality
J. Matkowski
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On some classical integral inequalities in the setting of new post quantum integrals
In this article, we introduce the notion of $ _{a}{\bar{T}}_{p,q} $-integrals. Using the definition of $ _{a}{\bar{T}}_{p,q} $-integrals, we derive some new post quantum analogues of some classical results of Young's inequality, Hölder's inequality ...
Bandar Bin-Mohsin +6 more
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Generalizations of Some Inequalities for Sugino Integrals [PDF]
In this paper, we express and prove Bushell-Okrasiaski, Hardy and Minkowski type inequalities for two classes of pseudo-integrals. One of them, classes with pseudo-integrals where pseudo-operations are defined via a monotone and continuous generator ...
Bayaz Daraby
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A nonabelian Brunn–Minkowski inequality
AbstractHenstock and Macbeath asked in 1953 whether the Brunn–Minkowski inequality can be generalized to nonabelian locally compact groups; questions along the same line were also asked by Hrushovski, McCrudden, and Tao. We obtain here such an inequality and prove that it is sharp for helix-free locally compact groups, which includes real linear ...
Jing, Y, Tran, C-M, Zhang, R
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The converse of the Minkowski’s inequality theorem and its generalization
J. Matkowski
semanticscholar +2 more sources
On innovations of n-dimensional integral-type inequality on time scales
Integral-type inequalities and dynamic equations have an important place in time scales. In this paper, we present some innovations of n-dimensional Minkowski’s integral-type inequality on time scales via ◊ α $\lozenge _{\alpha } $ -integral.
Lütfi Akın
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Boundary restricted Brunn–Minkowski inequalities
In this paper, we explore questions regarding the Minkowski sum of the boundaries of convex sets. Motivated by a question suggested to us by V. Milman regarding the volume of [Formula: see text] where [Formula: see text] and [Formula: see text] are convex bodies, we prove sharp volumetric lower bounds for the Minkowski average of the boundaries of ...
Shiri Artstein-Avidan +2 more
openaire +3 more sources

