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31.160  Articles
1 of 3.116 pages  |  10  records  |  more records»
The Taikov inequality, which estimates L8L_{\infty}-norm of intermediate derivative by L2L_2-norms of a function and its higher derivative, is extended on arbitrary powers of normal operator acting in Hilbert space.

Access to urban green spaces and environmental inequalities are increasingly on the agenda in contemporary cities due to increasing density of people, widening social inequalities, and limited access to Urban Green Spaces (UGS). This is even so in post-so... see more

In this paper, variational inequality problem which hinges on operators of monotone type is studied, and an iterative algorithm which is a modification of extragradient method is proposed for approximation of solution (assuming existence) of the variation... see more

AbstractDemographic change, change in family structures, growing ethnic plurality resulting from migration, social inequality and so on require new ways of addressing spiritual and social needs in many Western European countries. In view of these current ... see more

In this paper the investigation of n-H-closed spaces that was started by Basile et al. (2019) is continued for every n ? ?, n = 2. In particular, starting with the relationship between the absolute space PX of an arbitrary topological space X, reported by... see more

We obtain generalization of the known A.A. Ligun's inequality to non-normed LqL_q-spaces for derivatives of periodic functions.

Para a análise empírica do fenômeno da reprodução invisível das desigualdades sociais e espaciais nas cidades brasileiras, elaborou-se a proposta, aqui apresentada, de uma geografía da desigualdade social, a fim de embasar uma investigação das desigualdad... see more

Some stability questions of the Jensen's functional inequality in the setting of 2-normed spaces are derived in this article. Few more results are given on approximate isometries.

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