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Correlation inequalities for linear extensions [PDF]
Swee Hong Chan, Igor Pak
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An inequality for linear transformations [PDF]
1. Statements of results. In this paper the following elementary inequality is proved and exploited. THEOREM 1. If L is a positive-definite hermitian transformation on the finite dimensional unitary space V and p > 1, then for arbitrary vectors u and v (I) f|Uff2 + (L-PV, V) > ((I + L)-Pu + v, U + v). From (1) we can conclude THEOREM 2.
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Robust solutions to box-constrained stochastic linear variational inequality problem
We present a new method for solving the box-constrained stochastic linear variational inequality problem with three special types of uncertainty sets.
Mei-Ju Luo, Yan Zhang
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This article introduces the Giaccardi inequality using isotonic linear functionals and h-convexity. This work includes both discrete and integral variants of this inequality. The important Petrović inequality is deduced as a special case.
Muhammad Samraiz +3 more
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Does the digital economy promote or inhibit income inequality?
Digitalisation and technological developments are profoundly changing the socioeconomic structure of society and people's lifestyles, which may have a significant impact on the distribution of income among different groups of people. This study conducted
Li Tian, Yijun Xiang
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The effectiveness of the linear hull effect
There is no linear hull effect in linear cryptanalysis.
Murphy Sean
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Linear mixed effects models under inequality constraints with applications.
Constraints arise naturally in many scientific experiments/studies such as in, epidemiology, biology, toxicology, etc. and often researchers ignore such information when analyzing their data and use standard methods such as the analysis of variance ...
Laura Farnan +2 more
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Reverse Inequalities for the Numerical Radius of Linear Operators in Hilbert Spaces [PDF]
Sever S Dragomir
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Euclidean operator radius inequalities of a pair of bounded linear operators and their applications [PDF]
Suvendu Jana, Pintu Bhunia, Kallol Paul
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EXPONENTIAL PROBABILITY INEQUALITY FOR LINEARLY NEGATIVE QUADRANT DEPENDENT RANDOM VARIABLES [PDF]
Mi-Hwa Ko, Yong-Kab Choi, Yunjin Choi
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