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Inequalities of Schwarz and Hölder type for random operators [PDF]
Let A and B be random operators on a Hilbert space, and let 〈 〉 denote averages (expectations). We prove the inequality ∥〈A*B〉∥≤∥〈A*A〉∥1/2∥〈B*B 〉∥1/2. A generalized Hölder inequality involving traces is also proved.
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Digital finance and sustainable development: Evidence from environmental inequality in China
Business Strategy and the Environment, 2022Guoxiang Li, Rong Zhang
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Economic Inequality and Democratic Political Engagement
American Journal of Political Science, 2008Frederick Solt
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Large-scale physical activity data reveal worldwide activity inequality
Nature, 2017Tim Althoff, Rok Sosic, Jennifer L Hicks
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CENTRAL BANK POLICIES AND INCOME AND WEALTH INEQUALITY: A SURVEY
Journal of Economic Surveys, 2019Jakob De Haan
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Internet penetration and consumption inequality in China
International Journal of Consumer Studies, 2020Shu Zhang, Jing Jian Xiao
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Inequality and visibility of wealth in experimental social networks
Nature, 2015Akihiro Nishi+2 more
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DOES GOVERNMENT SPENDING AFFECT INCOME INEQUALITY? A META‐REGRESSION ANALYSIS
Journal of Economic Surveys, 2017Maren Duvendack
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