%0 Journal Article
%A Sanabria, JosÃ©
%A Maza, Laura
%A Rosas, Ennis
%A Carpintero, Carlos
%T Generalized Kernels of Subsets through Ideals in Topological Spaces
%J Iranian Journal of Mathematical Sciences and Informatics
%V 19
%N 2
%U http://ijmsi.ir/article-1-1820-en.html
%R
%D 2024
%K Topological kernel, Ideals, Co-local function, $(tau^{star}, tau^{bullet})$-g-closed set, $mathcal{I}$-$lambda$-closed set.,
%X In this research work, we introduce a generalization of the notion of kernel of a set in topological spaces endowed with an ideal, which is a fundamental tool to obtain new modifications of open sets and closed sets. Using this generalized kernel, we define and characterize new low separation axioms in other contexts obtained from a topological space endowed with an ideal. Also, we study the invariance of these low separation axioms under certain types of continuity defined in this novel theoretical framework.
%> http://ijmsi.ir/article-1-1820-en.pdf
%P 207-221
%& 207
%!
%9 Research paper
%L A-10-5589-1
%+ Departamento de Matematicas, Facultad de Educacion y Ciencias, Universidad de Sucre, Sincelejo, Colombia
%G eng
%@ 1735-4463
%[ 2024