Understanding Interior of a Set in Topological Spaces
Learn about interior points in topological spaces and how they are defined. Explore examples illustrating the concept in detail.
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Interior of a Set Definition 1: Let (X, T) be a topological space & A be a subset of X. We say that x is an interior point of A if there is a set U belong to T such that We denote by the set of all interior points By symbols we write:
