What is Bijection? (Set Theory)

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An explanation of Bijective functions in set theory.

This series covers the basics of set theory and higher order logic. In this month we are looking at the Operations and Relations of Sets. This month includes unions, intersections, differences, power sets, Cartesian products, functions, ordered pairs and more! We are also looking at the fifth and sixth axioms of a basic universe, following Neumann Berneays Gödel (NBG) set theory. In the next month we will look at Peano Arithmetic. (#SetTheory #Logic)

Sponsors: Joshua Furman, Joshua Opell, NBA_Ruby, Eugene SY, Antoinemp1, Antibody, Ismail Fagundes, Adrien Ecoffet, Tom Amedro, Christopher McGevna, Joao Sa, and Dennis Sexton. Thanks for your support!

Information for this video gathered from The Stanford Encyclopedia of Philosophy, The Internet Encyclopedia of Philosophy, The Cambridge Dictionary of Philosophy, The Oxford Dictionary of Philosophy and more!
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Your videos just keep reminding me of how much I forgot from my discreet math classes lol

amorfati
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Hello, Carneades. Will you include some abstract algebra on this series? Thank you very much.

elimgarak
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So if we were to compare the 'sizes' of different infinite sets, we could this to determine if two different infinite sets were the same 'size' or not. So like, two infinite sets of the same 'size' would be bijective?

Marcara
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Whats the point of this video of your not going to work anything out and show examples? I can google definitions

wesbraswell
welcome to shbcf.ru