Set Theory


### Set Theory Notion
|Title|
|:-:|
|[Russell's paradox](https://texonom.com/russellsparadox-7ecbb574edd24c5ab9066b8a5fcc6dea)|
|[Infinite Set](https://texonom.com/infinite-set-971d3736190a4752a1ee3d1e2fea7028)|
|[Cantor's theorem](https://texonom.com/cantors-theorem-3057f62f2b4947448aaf1c7a0fd8904d)|
|[Power Set](https://texonom.com/power-set-58038c26c9ef49e1bf59cae859c90394)|
|[Continuum Hypothesis](https://texonom.com/continuum-hypothesis-8792f326812a41d0b546db08fbd82a52)|
|[Diagonal Argument](https://texonom.com/diagonal-argument-8a8921d2ba3745a199517d8650d50395)|
|[Countable Set](https://texonom.com/countable-set-94c63f44bb5c4334857afe94d13cad59)|
|[Uncountable Set](https://texonom.com/uncountable-set-287e751cba3c466e92f123ca2f04e13f)|
|[Infinite Set](https://texonom.com/infinite-set-93755bd42acf41e2ac688467ad687885)|
|[Finite Set](https://texonom.com/finite-set-63ed2bdb689946429effb738e5422255)|
|[Cantor’s paradox](https://texonom.com/cantors-paradox-c84022d0e5e344889da73daf136602ce)|
|[Naive set theory](https://texonom.com/naive-set-theory-67e68d75439f41bb8eb032834706044d)|
|[Equinumerosity](https://texonom.com/equinumerosity-907dd17f4fab4b9b8212011bc680e5bf)|
|[Cantor set](https://texonom.com/cantor-set-9cfdfcff7f82497eaca09074d723a722)|
|[Complement Set](https://texonom.com/complement-set-2ed91c78263a44a18c5a65ab86be77db)|
|[Symmetric difference](https://texonom.com/symmetric-difference-07bdea8546c04dabb5cd4ec7fd61b67b)|
|[Poset](https://texonom.com/poset-9a126737d3414bfc9225fe391603b9ad)|
|[Borel set](https://texonom.com/borel-set-76ba23edebd64061af05154588ab2870)|
|[ZFC](https://texonom.com/zfc-f844451d3f134288a92febc7b8e8257b)|




> [Untitled](https://www.math.snu.ac.kr/~kye/lecture/02_1_set_theory/%BE%E7%C0%BA%C7%FD.htm)

### Set
> [MySQL 합집합, 교집합, 차집합, 대칭차](https://zetawiki.com/wiki/MySQL_%ED%95%A9%EC%A7%91%ED%95%A9,_%EA%B5%90%EC%A7%91%ED%95%A9,_%EC%B0%A8%EC%A7%91%ED%95%A9,_%EB%8C%80%EC%B9%AD%EC%B0%A8)






