#e8 crystal

[kleeirwin]

Ray discusses the observer space in 'E8 Shelling By Seven-Spheres' video.

" ...recently, I was also interested in the E8 sphere shelling, which is one of the first ways that was used by Jean-Francois Sadoc & Rémy Mosseri around twenty years ago, to build the Elser-Sloane quasicrystal using discrete Hopf fibration. And here we see the circle which has shells of E8, with a beautiful symmetry, we are able to group points together on the lattice, and they will group in shells in the quasicrystal."

PREVIOUS BLOG POST (which includes link to Derek Wise paper 'Lifting general relativity to observer space' mentioned in the video.) http://kleeirwindeepthoughts.blogspot.com/2017/06/e8-shelling-by-seven-spheres.html

[kleeirwin]

✔️ Watch 'Projecting the 8-Dimensional E8 Lattice to 4D' video

✔️ Explore Projective Geometry

In this video, researcher Raymond Aschheim explains how we project geometrical objects from a higher dimension to a lower one, and specifically how we project the 8-dimensional E8 lattice to a 4D quasicrystal, also known as the Elser-Sloane quasicrystal.

VIDEO LINK: https://youtu.be/01x7tXZ9yN8

[kleeirwin]

A recent question pertains to QGR's emergence theory and whether it accounts for multiverse theory and the delayed choice quantum eraser, and what about the E8 Crystal in all this? The answer partly can be found in our new paper The Code-Theoretic Axiom.