Monoidal Category Theory Sec. 3.4 Mini-Course: Self-Referential Paradoxes - Part Two
In this section, we conclude our exploration of Cantor's Theorem and delve into Turing's halting problem, fixed points in logic, Godel's Incompleteness Theorem, Tarski's Theorem, and Parikh's contributions.
About this video
We finish our discussion of Cantor's Theorem. We do Turing's halting problem, fixed points in logic, Godel's Incompleteness Theorem, Tarski's Theorem, Parikh's Sentences, Epimenidies paradox, the liar paradox, time-traveling paradoxes, and how the fixed point machine works.
Video Information
Views
143
Total views since publication
Likes
6
User likes and reactions
Duration
01:33:25
Video length
Published
Feb 6, 2025
Release date
Quality
hd
Video definition
About the Channel
Related Trending Topics
LIVE TRENDSThis video may be related to current global trending topics. Click any trend to explore more videos about what's hot right now!
THIS VIDEO IS TRENDING!
This video is currently trending in Morocco under the topic 'météo demain'.
Share This Video
SOCIAL SHAREShare this video with your friends and followers across all major social platforms including X (Twitter), Facebook, Youtube, Pinterest, VKontakte, and Odnoklassniki. Help spread the word about great content!