Top Tweets for #4DGeometry

7 days ago

too beautiful and strange not to share. The full symmetry group of the 4D 120-cell is the Coxeter group H₄.Its order is the product of its degrees: 2 ⋅ 12 ⋅ 20 ⋅ 30 = 14,400. #H4 #Coxeter #4DGeometry

Mike Dupont @introsp3ctor

7 days ago

@mathmaticulous i got one for you. Construction 1: The Symmetry Group of a 6D Polytope ($H_4 \times D_5$) Instead of breaking $144,000$ into simple cyclic factors, we can construct it as the exact order of the symmetry group of a 6-dimensional product polytope.

$introsp3ctor's tweet photo. @mathmaticulous i got one for you. Construction 1: The Symmetry Group of a 6D Polytope ($H_4 \times D_5$) Instead of breaking $144,000$ into simple cyclic factors, we can construct it as the exact order of the symmetry group of a 6-dimensional product polytope. https://t.co/psjyPF0j1O$

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TopoGen AI @TopoGen_AI

about 1 year ago

Something strange is forming inside our neural networks… 4D shapes never seen before by human eyes. Soon, you’ll be able to own one. #TopoGenAI #ComingSoon #AIArt #4DGeometry #crypto #NFT #Web3

TopoGen_AI's tweet photo. Something strange is forming inside our neural networks…
4D shapes never seen before by human eyes.
Soon, you’ll be able to own one.
#TopoGenAI #ComingSoon #AIArt #4DGeometry #crypto #NFT #Web3 https://t.co/9QoMBghVb5

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Daniel Elizondo @0mega_Point

over 5 years ago

ICYMI. If you need a break from the pyramid arguments, I got your woo fix right here. #skinwalkerranch #UFOTwitter #UAP #JohnKeel #4DGeometry #JacquesVallee #metamaterials #consciousness #extradimensionalimplications #JohnOfTheCross https://t.co/Txbww0samB

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