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=== 2020 === | === 2020 === | ||
{{ | {{Tweet | ||
|image=Eric profile picture.jpg | |||
|nameurl=https://x.com/EricRWeinstein/status/1221118117255901184 | |||
|name=Eric Weinstein | |||
|usernameurl=https://x.com/EricRWeinstein | |||
|username=EricRWeinstein | |||
|content=Melanie, you‘re one of my favorite stable wave collections co-propagating along the base-space of this twisted chiral Spinor bundle we call reality. | |||
It seems a crime to waste our time discussing “Many-Worlds” or “String Theory” over the geometric beauty of our existence. Thanks! | |||
|timestamp=5:10 PM · Jan 25, 2020 | |||
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{{Tweet | |||
|image=Eric profile picture.jpg | |||
|nameurl=https://x.com/EricRWeinstein/status/1327700706304770048 | |||
|name=Eric Weinstein | |||
|usernameurl=https://x.com/EricRWeinstein | |||
|username=EricRWeinstein | |||
|content=@NoGodOnlyReason Because it is likely the most familiar of any designs that one can put on a round sphere. It’s merely an aid to show that there is a regular two dimensional sphere in this three dimensional mix. | |||
|thread= | |||
{{Tweet | |||
|image=Eric profile picture.jpg | |||
|nameurl=https://x.com/EricRWeinstein/status/1327691766351368192 | |||
|name=Eric Weinstein | |||
|usernameurl=https://x.com/EricRWeinstein | |||
|username=EricRWeinstein | |||
|content=Gauge Symmetry is essentially the study of horizontal cross-sections to those circles pictured in the GIF under *variable* amounts of rotation of the circles themselves. | |||
Don’t know why no one seems to say things like that...but that’s what it is. | |||
|timestamp=7:15 PM · Nov 14, 2020 | |||
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{{Tweet | |||
|image=Eric profile picture.jpg | |||
|nameurl=https://x.com/EricRWeinstein/status/1327693797761847296 | |||
|name=Eric Weinstein | |||
|usernameurl=https://x.com/EricRWeinstein | |||
|username=EricRWeinstein | |||
|content=As for the “definition” given... | |||
1st: The GIF pictured is a bundle, but NOT a vector bundle. It is called a Principal Bundle. If you want a vector bundle think Möbius band. | |||
2nd: The horizontal cross section I mentioned are used to create the differential operators they mention. | |||
|timestamp=7:24 PM · Nov 14, 2020 | |||
}} | |||
{{Tweet | |||
|image=Eric profile picture.jpg | |||
|nameurl=https://x.com/EricRWeinstein/status/1327693799242383361 | |||
|name=Eric Weinstein | |||
|usernameurl=https://x.com/EricRWeinstein | |||
|username=EricRWeinstein | |||
|content=3rd: The “functions” which get differentiated by the operators are called “Sections”. They are not pictured here. | |||
Hope this helps. But you are looking at an actual gauge theoretic structure. This is the real thing and not an analogy. That’s why I use it to explain this all. 🙏 | |||
|timestamp=7:24 PM · Nov 14, 2020 | |||
}} | |||
{{Tweet | |||
|image=Eric profile picture.jpg | |||
|nameurl=https://x.com/EricRWeinstein/status/1327694483325022208 | |||
|name=Eric Weinstein | |||
|usernameurl=https://x.com/EricRWeinstein | |||
|username=EricRWeinstein | |||
|content=@katoi In fact it is. This bundle pictured is the 720 degree double cover of the 360 degree regular rotation bundle. | |||
This is the “Spin double cover of the orthonormal frame bundle of the sphere.” | |||
If you will. | |||
|timestamp=7:26 PM · Nov 14, 2020 | |||
}} | |||
{{Tweet | |||
|image=Eric profile picture.jpg | |||
|nameurl=https://x.com/EricRWeinstein/status/1327694749881438208 | |||
|name=Eric Weinstein | |||
|usernameurl=https://x.com/EricRWeinstein | |||
|username=EricRWeinstein | |||
|content=@Chrisfalchen That concept of a bundle structure is our most fundamental picture of reality. | |||
|timestamp=7:27 PM · Nov 14, 2020 | |||
}} | |||
{{Tweet | |||
|image=Eric profile picture.jpg | |||
|nameurl=https://x.com/EricRWeinstein/status/1327695068363321344 | |||
|name=Eric Weinstein | |||
|usernameurl=https://x.com/EricRWeinstein | |||
|username=EricRWeinstein | |||
|content=@natanlidukhover Circles are 1-dimensional manifolds depicted in 2-dimensional planes. Mathematicians count dimensions differently. | |||
|timestamp=7:29 PM · Nov 14, 2020 | |||
}} | |||
|timestamp=7:51 PM · Nov 14, 2020 | |||
}} | |||
=== 2021 === | === 2021 === | ||