Results 81 to 90 of about 1,472 (177)
A logarithmic Hardy inequality
We prove a new inequality which improves on the classical Hardy inequality in the sense that a nonlinear integral quantity with super-quadratic growth, which is computed with respect to an inverse square weight, is controlled by the energy. This inequality differs from standard logarithmic Sobolev inequalities in the sense that the measure is neither ...
Del Pino, Manuel +3 more
openaire +6 more sources
ABSTRACT Infertility is a working age population issue, meaning that many individuals undergoing fertility treatment are also in paid work—having to navigate conflicts between two often “greedy institutions,” which can both bring precarity. Traditional approaches to examining the work–life interface, focusing mainly on temporal issues, fail to account ...
Krystal Wilkinson +2 more
wiley +1 more source
A weighted inequality for derivatives on the half-line
Some inequalities will be presented, which give weighted norm estimates for derivatives of functions defined on the half-line. These inequalities are related to Hardy's inequality, and they also generalize Hardy's inequality to higher derivatives.
Kilgore T
doaj
Perspectives on Dynamic Hardy–Littlewood Inequalities in Time Scale Analysis
This study demonstrates several novel dynamic inequalities of the Hardy and Littlewood types on time scales. As special cases, our studies include Hardy’s integral inequalities and Hardy and Littlewood’s discrete inequalities.
Taher S. Hassan +5 more
doaj +1 more source
Before It Was ‘New’: A Neglected History of Lived Experience–Led Criminal Justice
ABSTRACT A growing range of criminal justice initiatives are being shaped and delivered by people with lived experience, including peer mentoring, prisoner councils and policy advocacy roles. While often seen as recent innovations, we reveal a deeper, largely unacknowledged history dating back to at least the 19th century.
Gillian Buck +2 more
wiley +1 more source
On weighted hardy inequalities on semiaxis for functions vanishing at the endpoints
We study the weighted Hardy inequalities on the semiaxis of the form for functions vanishing at the endpoints together with derivatives up to the order . The case is completely characterized.
Stepanov Vladimir, Nasyrova Masha
doaj
Abstract New technology is changing the skills that employers demand and the tasks that employees perform. Technological change is therefore increasing the need for continuing vocational training. However, little is known about the association between technology introduction, employees' job tasks and continuing training participation in firms ...
Myriam Baum
wiley +1 more source
Background Violence exposure is a well‐established risk factor for adolescent conduct problems, yet longitudinal research in high‐adversity, low‐ and middle‐income countries (LMICs) remains limited. This study investigated whether early adolescent violence exposure predicts concurrent and longer‐term conduct problems, and explored potential ...
Susan Swingler +6 more
wiley +1 more source
In this paper, we establish some new generalizations of dynamic inequalities similar to Hardy's inequality on a time scale $\mathbb{T}$, by applying Jensen's inequality, integration by parts and chain rule on time scales. In particular, when $\mathbb{T}=
Ahmed I. Saied, Mario Krnić
doaj +1 more source
Hardy–Sobolev interpolation inequalities
AbstractWe derive a family of interpolation estimates which improve Hardy’s inequality and cover the Sobolev critical exponent. We also determine all optimizers among radial functions in the endpoint case and discuss open questions on nonrestricted optimizers.
Charlotte Dietze, Phan Thành Nam
openaire +3 more sources

