Sentence examples for inequality characteristic from inspiring English sources

Theil index is widely used to describe the inequality characteristic (Alcantara and Duro 2004; Padilla and Serrano 2006; Clarke-Sather et al. 2011).

In order to obtain the Berry-Esséen bounds for the kernel density estimator under a φ-mixing sample, we give some useful inequalities such as covariance inequality, moment inequality, characteristic function inequality and exponential inequality for a φ-mixing sequence.

We are faced with a unique opportunity to not only develop policies to improve aggregate-level health indicators in Latin America but also to contribute to the alleviation of the social inequality characteristic of the continent.

While some have sought to justify current capitalist distributions via desert-based distributive principles, John Stuart Mill and many since have forcefully argued the contrary claim — that the implementation of a productivity principle would involve dramatic changes in modern market economies and would greatly reduce the inequalities characteristic of them.

This social-institutional analysis of inequality is characteristic of sociology.

By Theorem 2.1, we establish an inequality for characteristic function (c.f).

Another, sunnier, explanation is that even as income gaps have widened over the past 30 years, other barriers to mobility, such as discrimination against women and blacks, have fallen.Most likely, the answer lies in the nature of America's inequality, whose main characteristic is the soaring share of overall income going to the top 1% (from 10% in 1980 to 22% in 2012).

It is well known (e.g., see [1]) that P K is nonexpansive and a characteristic inequality holds.

The characteristic inequality of the projection is 〈 x − P C x, y − P C x 〉 ≤ 0 for all x ∈ H, y ∈ C. In this paper, we consider the split problem (1.1).

For dynamic equations on time scales with positive variable coefficients and several delays, we prove that nonoscillation is equivalent to the existence of a positive solution for the generalized characteristic inequality and to the positivity of the fundamental function.

It is well known (e.g., see [1]) that P K is nonexpansive and a characteristic inequality holds: given x ∈ H and z ∈ K, then z = P K x if and only if 〈 x − z, y − z 〉 ≤ 0, ∀ y ∈ K. Since Fix ( T ) is a closed convex subset of H, so the metric projection P Fix ( T ) is valid.