On the Banach-Stone Theorem and the Manifold Topological Classification

Abstract

We present a simple set-theoretic proof of the Banach-Stone Theorem .We thus apply this Topological classification theorem to the still unsolved problem of topological classification of euclidean manifolds through two conjectures and additionally we give a straightforward proof of the famous Brower theorem for Manifolds topologically classified by their euclidean dimensions.

03 In order to protest against that stupid and ruthless decision of arxiv moderation in not allow me to submit unplished articles in arxiv