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=== Supplementary Explainer Presentation === | === Supplementary Explainer Presentation === | ||
[[File:GU Presentation Powerpoint Intro Slide.png|thumb|right]] | |||
[02:13: | ''[https://youtu.be/Z7rd04KzLcg?t=8004 02:13:24]''<br> | ||
So, thanks for watching that video. What I thought I would do, since that was the first time I'd really presented the theory at all in public, and I had gotten somewhat turned around on my trip to England and trying, probably stupidly, to do last-minute corrections got me a bit confused in a few places, and I wrote some things on the board I probably shouldn't have, I thought I would try a partial explainer for technically-oriented people so that they're not mystified by the video. And any errors here are my own, I'm known to make many. So, hopefully they won't be too serious, but we'll find out. So this is a supplementary explainer for the Geometric Unity talk at Oxford that you just saw.</p> | |||
[ | ====Preliminary==== | ||
[[File:GU Presentation Powerpoint Preliminary Slide.png|thumb|right]] | |||
[[File:Slide1.jpg|thumb|right]] | |||
[02:14:15] First of all, I think the most important thing to begin with is to ask what new hard problems arise when you're trying to think about a fundamental theory that aren't found in any earlier theory. Now, every time you have an effective theory, which is a partial theory, there is always the idea that you can have recourse to a lower-level strata. | ''[https://youtu.be/Z7rd04KzLcg?t=8055 02:14:15]''<br> | ||
First of all, I think the most important thing to begin with is to ask what new hard problems arise when you're trying to think about a fundamental theory that aren't found in any earlier theory. Now, every time you have an effective theory, which is a partial theory, there is always the idea that you can have recourse to a lower-level strata. So you don't have to explain, in some sense, everything coming from very little, or nothing. I think that the really difficult issue that people don't talk enough about is the problem of the fire that lights itself. And I think this was beautifully demonstrated by M.C. Escher in his famous lithograph ''Drawing Hands'', where he takes the idea of the canvas, or the paper, as a given, but somehow he imagines that the canvas could will into existence the ink needed to draw the hands that move the pen that draw the hands. That concept is actually the super tricky part, in my opinion, about going from effective theories to any attempt at a fundamental theory. So, with that said, what I want to think about is what antecedents does this concept have in physics? And I find that there really aren't any candidate theories of everything, or unified field theories, that I can find that plausibly give us an idea of how a canvas would will an entire universe into being. And so, that really, to me, is the conceptual problem that I think bedevils this, and makes the step quite a bit more difficult than some of the previous technical steps. | |||
[[File:GU Presentation Powerpoint Self-Contemplative on Side Slide.png|thumb|right]] | |||
[02: | ''[https://youtu.be/Z7rd04KzLcg?t=8159 02:15:59]''<br> | ||
If you ask for antecedents, however, there is one that, at least within physics, is relatively famous, and that is by John Archibald Wheeler. And it is a picture, in some sense, of the universe contemplating itself. And so this idea that somehow the universe would contemplate itself into existence, maybe the letter U is in some sense analogous to the paper, and somehow the eye, rather than the hand, is drawn across to look at a different part of the U. And, whether or not that has meaning is intrinsically always a question. People are animated by it, but I don't know that people have actually worked on it. The quote of Einstein's I think that really speaks to me often the most, and maybe even was my thesis problem, was he asked whether the creator had any choice in how the universe was constructed. And so I think if you believe that the canvas is itself that which generates all of the content and all of the action, you're left with a puzzle as to how would you move forward from this? It might be easier, in a mathematical sense, to temporarily put the U on its back to put it more in line with a standard picture that many mathematicians and physicists will be familiar with. | |||
==== Sector I: The Observerse ==== | |||
[[File:Slide2.jpg|thumb]] | [[File:Slide2.jpg|thumb]] |