Results 51 to 60 of about 45,451 (167)
This paper considers the relationship between inequality and crime using data from urban counties. The behavior of property and violent crime are quite different. Inequality has no effect on property crime but a strong and robust impact on violent crime, with an elasticity above 0.5.
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Note on the Carleman’s inequality and Hardy’s inequality
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Zhongxue Lü +2 more
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Weak conditions are provided under which society’s long-run distribution of wealth is independent of initial asset holdings.
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Background Health Literacy is crucial for making informed decisions about health-related behaviours. Health literacy development is the responsibility of the individual, organisations, services and the broader community.
Madeline Spencer +4 more
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In this paper, the errors of the two inequalities in Theorem 3.4.20 in the classic "Analytic Inequalities" by Mitrinovic are corrected, and the corresponding inequalities for circular functions and hyperbolic functions are rebuilt.
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On Carleson’s inequality [PDF]
We present a new proof of Hardy's inequality by giving an [Formula: see text] version of Carleson's inequality.
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Energy–Environment–Industry Intersection: Rural and Urban Inequity and Approach to Just Transition
The intersection of energy, environment, and industry presents distinct challenges and opportunities in rural and urban settings, highlighting disparities in access, impact, and policy effectiveness.
Li Sun, Sitong Wang, Jinqiu Wang
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Longitudinal Trends in Medicine Supply, Price and Utilisation in Primary Care Facilities in Rural Southwestern China Under National Essential Medicines Policy (2012-2017): Disparities Across Facilities and Medicines [PDF]
Background The long-term impacts of the National Essential Medicines Policy (NEMP) in remote and rural areas of China remain underexplored. This study investigates the longitudinal trends in medicine supply, affordability, and utilisation in a rural ...
Zhaohua Huo +6 more
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Let $S(\rho)=-\Tr (\rho\log\rho)$ be the von Neumann entropy of an $N$-dimensional quantum state $\rho$ and $e_2(\rho)$ the second elementary symmetric polynomial of the eigenvalues of $\rho$. We prove the inequality S(\rho) \;\le \; c(N) \; \sqrt{e_2(\rho)} where $c(N)=\log(N) \, \sqrt{\frac{2N}{N-1}}$.
Meik Hellmund, Armin Uhlmann
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