Eric Weinstein: The Theory He Kept Secret for Four Decades (Geometric Unity)
Theories of Everything with Curt Jaimungal
Curt Jaimungal
4.6 • 606 Ratings
🗓️ 3 June 2025
⏱️ 184 minutes
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| 0:00.0 | Why are you nervous? |
| 0:01.0 | I, you're formidable. |
| 0:07.0 | Sean Carroll doesn't make me as nervous as you do, and he's hostile and you're not. |
| 0:12.0 | You've arrived. |
| 0:14.0 | I'm nervous for the right reasons because we're actually going to have a conversation, |
| 0:17.0 | and I never have a conversation. |
| 0:20.0 | What is a core idea of geometric unity that if people knew more about it, it would get them as excited about GU as you are? That despite the fact, I mean, it's a great question, first of all. |
| 0:50.0 | I believe it is the only claim of a theory that starts from essentially as close to nothing as you can in mathematics to try to derive everything we see. And because we see a world that |
| 0:57.8 | is complex and Baroque, like the standard model and general relativity, that process of |
| 1:03.2 | development and unfolding has to be fairly lengthy, just the way human development from a single |
| 1:09.4 | fertilized egg is. |
| 1:17.3 | And I think that what gets lost, and I think what you did beautifully is to show that just because something has a simple starting point doesn't mean that the theory remains simple. |
| 1:24.3 | This concept of writing something down on a napkin that represents the entire world |
| 1:28.6 | skips many steps of what you're really trying to do is to understand where you are, who you are. |
| 1:34.2 | And I think the fact that it starts basically from four degrees of freedom and a tiny amount of |
| 1:40.9 | sectoral information, like which spin structure is active and how many temporal |
| 1:46.6 | dimensions do you want um that's it that's really the only starting point for geometric unity |
| 1:54.1 | and the only comparable claims that i know of would be garret leisey saying let's start from the most complicated |
| 2:04.1 | simple league group possible. Peter White saying let's start from SU4 and we'll caution out by |
| 2:12.5 | SU3 cross U1 to get the Electro Strong group and then we'll try to figure out how to get |
| 2:19.1 | an SU2 from a WIC rotation inside of a projective space or Stephen Wolff from saying maybe this |
| 2:25.7 | all comes out of a very simple cellular rule and I don't think that any of those have actually gotten to the point where they can |
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