Separation Axioms||Regular Space||T3- Space

In this video, we explore some key concepts in topology, focusing on separation axioms Regular Space & T3 Space



Regular Space (T3)
We dive into the concept of a regular space, which is a space where any closed set and a point not in it can be separated by neighborhoods. A space is T3 if it is regular and T1 Space .This means that points can be separated from closed sets with disjoint open neighborhoods.



Key Topics Covered:
Regular Space: Definition & Examples
T3 Space:Definition & Examples

Why is it important?
Understanding separation axioms is fundamental for studying topology and its applications in various fields like analysis, algebra, and geometry. Whether you are a student or a researcher, mastering these concepts will provide a deeper insight into the structure of topological spaces.
Schaum's Outlines General Topology:    • Schaum's Outlines General Topology