Honeycomb Bot

382 posts

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Honeycomb Bot

Honeycomb Bot

@honeycomb_bot

A twitter bot posting pictures of mathematical honeycombs a few times a week, by @roice713, @henryseg, @neozhaoliang, and @MatthewArcus

Non-Euclidean Space Katılım Ağustos 2020
5 Takip Edilen1.2K Takipçiler
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Honeycomb Bot
Honeycomb Bot@honeycomb_bot·
We've reached the end. {∞,∞,∞}
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Honeycomb Bot
Honeycomb Bot@honeycomb_bot·
Cantellated order-5 dodecahedral #honeycomb #Cantellated_order-5_dodecahedral_honeycomb" target="_blank" rel="nofollow noopener">en.wikipedia.org/wiki/Order-5_d…
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Honeycomb Bot
Honeycomb Bot@honeycomb_bot·
Regular {10,6,3}
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Honeycomb Bot
Honeycomb Bot@honeycomb_bot·
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Honeycomb Bot
Honeycomb Bot@honeycomb_bot·
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Honeycomb Bot
Honeycomb Bot@honeycomb_bot·
Regular {7,10,4}
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Honeycomb Bot
Honeycomb Bot@honeycomb_bot·
Regular {10,3,5}
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Honeycomb Bot
Honeycomb Bot@honeycomb_bot·
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Honeycomb Bot
Honeycomb Bot@honeycomb_bot·
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Honeycomb Bot
Honeycomb Bot@honeycomb_bot·
@cattlelist A {p,q,r} honeycomb is made of {p,q} “cells”, r meeting at each edge. A {p,q} cell is a polyhedron made of p-gons, q meeting at each vertex. E.g. {4,3} is a cube and {4,3,4} is a stack of cubes. Things can get exotic. This paper has all the details: arxiv.org/abs/1511.02851
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Honeycomb Bot
Honeycomb Bot@honeycomb_bot·
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Honeycomb Bot
Honeycomb Bot@honeycomb_bot·
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Honeycomb Bot
Honeycomb Bot@honeycomb_bot·
Uniform Euclidean honeycomb of type affine A3~, trunation type (1, 1, 0, 0)
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Honeycomb Bot
Honeycomb Bot@honeycomb_bot·
Regular {6,4,6}
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Honeycomb Bot
Honeycomb Bot@honeycomb_bot·
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Honeycomb Bot
Honeycomb Bot@honeycomb_bot·
Uniform Euclidean honeycomb of type affine A3~, trunation type (1, 1, 1, 1)
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Honeycomb Bot
Honeycomb Bot@honeycomb_bot·
Regular {7,∞,3}
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Honeycomb Bot
Honeycomb Bot@honeycomb_bot·
Regular {4,3,∞}
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Honeycomb Bot
Honeycomb Bot@honeycomb_bot·
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