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Counterexamples in Topology Lynn Arthur Steen, J. Arthur Seebach
Publisher: Dover Publications

Vols.3-3.(Dover, 3993)(669s).pdf 36.39 MB Complex Variables - Introduction and Applications 3nd ed - M. The definitions of the separation axioms I used to make these are taken from Counterexamples In Topology. Counterexamples in Topology Lynn Arthur Steen (Autore), Mathematics (Autore), J. In particular we will look at isometry groups of large metric spaces like the Urysohn space. Title: Counterexamples in Topology Author: Lynn Arthur Steen Book Description: See on amazon. So, can anyone give me 2 counter examples(best simple) of non-homeomorphic map $f$ between 2 topological space but satisfy the properties I give? Problems in Low-Dimensional Topology PDF Book ( 4.48 MB ) Book Description: [994,Shubert,1953,Acta Math.], begin with a non-invertible knot and any of its doubles are counterexAMPLes. (Only one of them is satisfied and 3 examples for each property.). I am looking for a non-continuous function f:X-->Y where X,Y are non-countable spaces, but where lim n-->∞ xn = x. I will show how some large topological groups seem like good candidates for counterexamples.