Topological Homeomorphisms Part 1

In this video we look at what it means for two topological spaces to be homeomorphic.

[@yelircaasi]

Closing curly braces notwithstanding, this is possibly the greatest channel I have found so far on KZbin.

[@Surah_of_Quran]

visited many KZbin channels but didn't find such amazing and helpful like this one

[@mrigank8822]

people with PhD in topology can't explain this better than him.

[@luisrivera-garcia8946]

I’m learning about isomorphisms in my Linear Algebra class, I wanted a taste of what’s coming & wasn’t disappointed

[@lilfr4nkie]

Enigmatically beautiful isn’t it ?

[@ljg3794]

This is an awesome video! U saved me thanks :)

[@abdulmajidkhan5351]

simply superb

[@geoffreydevelter2546]

your explanations are so clear thank you so much! But shoudn't f and f' be the same ?

[@alexrosellverges8345]

Awesome, thank you very much! Now, is it true that this notion of homeomorphisms between topological spaces is really similar to the notion of the space of matrices or functions of some degree m being homeomorphic to the vector space R^n? (of course n and m should match up in the sense that we should be able to find a bijective map between the two spaces, which would be the case, for instance, between the vector space R^3 and functions of degree up to 2). Thought it was a cool connection for those who studied linear algebra, thanks again!

[@harrycraig2077]

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[@harrycraig2077]

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[@harrycraig2077]

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