Most inequality research on the relationship between inequality and mental health has focused on cross-country variation. Findings from within-country data are mixed. We examined whether changes in municipal Gini index or in the share of people living in relative poverty were linked to changes in the use of antidepressants in several Finnish municipalities between 1995 and 2010. We found that m...

We reviewed the records and physical findings of twenty-three young adults who had had significant untreated limb-length inequality, present since childhood. The spine was studied radiographically and clinically before and after neutralization of the discrepancy of limb lengths with a lift. Movements of the spine also were measured. A significant asymmetry of lateral flexion of the spine remain...

In this paper, we focus on variational representations of some matrix symmetric norm functions that are related to the quantum Rényi relative entropy. Concretely, obtain function ( A , B ) ? | q / 2 K ? p s for norms by using Hölder inequality and Young inequality. These expressions enable us make proofs convexity/concavity trace Tr more clear give a new extension.

One or Many Kuznets Curves? Short and Long Run Effects of the Impact of Skill-Biased Technological Change on Income Inequality We draw on a dynamical two-sector model and on a calibration exercise to study the impact of a skill-biased technological shock on the growth path and income distribution of a developing economy. The model builds on the theoretical framework developed by Silverberg and ...

Abstract The paper deals with the random time-dependent oligopolistic market equilibrium problem. For such a problem firms’ point of view has been analyzed in Barbagallo and Guarino Lo Bianco (Optim. Lett. 14 : 2479–2493, 2020) while here policymaker’s is studied. dynamic optimal control conditions are expressed by means an inverse stochastic variational inequality which proved to be equivalent...

This paper presents our finding of a critical point that has not been reported thus far in the inverse kinematics of redundant manipulators under inequality constraints. The critical point, named algorithmic barrier, was first encountered in the form of peculiar phenomena in our experiment of 8-DOF robot, which we believe to have the significance in the order of so-called algorithmic singularit...

In the recent work, a new hybrid technique for computing common solution of fixed point finite family two non-expansive mapping and variational inequality problem inverse strongly monotone in real Hilbert space is provided. We also demonstrate convergence approach using an example.

In this paper we study an inverse problem governed by a constrained nonlinear elliptic quasi-variational hemivariational inequality. The inequality involves two nondifferentiable functions which directly depend on solutions. We solve the direct and obtain properties of weak closedness uniform boundedness solutions, develops some existing results in literature. Then, using regularized optimizati...