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Markoff Type Inequalities for Curved Majorants
1987Let Лn be the set of all polynomials of degree at most n with complex coefficients. As usual denote by $${T_m}(x)\,:\, = \cos \,(m\,arc\,cos\,x)$$ and $${U_m}(x)\;:\; = \;{(1 = {x^2})^{ - 1/2}}\sin ((m + 1)arc\;cos\;x)$$ the Tschebyscheff polynomials of degree m of the first and second kind, respectively. Furthermore, let us write ∥·∥ for
Qazi Ibadur Rahman, Gerhard Schmeisser
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MAJOR QUESTIONS: REPRODUCING INEQUALITY THROUGH COLLEGE MAJOR DECISIONS
2020Choosing a major is a turning point in higher education in which students make decisions that have far-reaching consequences for their social/economic trajectories. These decisions often perpetuate inequality. This dissertation uses longitudinal in-depth interviews with a highly-diverse group of 50 students at UNC-Chapel Hill (N=146 interviews) to ...
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A new look at the Hardy-Littlewood-Pólya inequality of majorization
Journal of Mathematical Analysis and Applications, 2021Constantin P Niculescu
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Majorization Inequality and information theory / Selected topics of majorization and applications
2019Inequalities make important part of mathematics. Majorization are used for finding some nice and applicable inaqualities.
Pečarić, Josip +2 more
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A pointwise weak-majorization inequality for linear maps over Euclidean Jordan algebras
Linear and Multilinear Algebra, 2022M Seetharama Gowda, Juyoung Jeong
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On triangle inequality for Miranda-Thompson’s majorization and gradients of increasing functions
Advances in Operator Theory, 2020Marek Niezgoda, Niezgoda Marek
exaly
A majorization inequality and its application to distributed Kalman filtering
Automatica, 2011Simone Del Favero, Sandro Zampieri
exaly