About this document

I-Convergence of Filters in Topology by shivani is a document available to read on EtoBox.

This document discusses I-convergence of filters. It defines I-convergence of filters and I-limit points. It proves that the set of I-limits of a filter on a topological space is closed. It introduces I-closed sets and proves some properties about I-closed sets, including that arbitrary intersections and finite unions of I-closed sets are I-closed. This allows the I-closed sets to determine a topology on any non-empty set.

Author

shivani

Language

EN