Order-4 24-cell honeycomb
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444:(Chapter 10: Regular honeycombs in hyperbolic space, Summary tables II, III, IV, V, p212-213)
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380:It is related to the regular Euclidean 4-space
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418:, 3rd. ed., Dover Publications, 1973.
434:The Beauty of Geometry: Twelve Essays
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33:Hyperbolic regular honeycomb
436:, Dover Publications, 1999
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332:is one of two paracompact
19:Order-4 24-cell honeycomb
398:List of regular polytopes
370:cubic honeycomb honeycomb
330:order-4 24-cell honeycomb
289:Cubic honeycomb honeycomb
364:around each face. It is
348:because it has infinite
360:{3,4,3,4}, it has four
352:, with all vertices as
458:Honeycombs (geometry)
356:at infinity. With
384:, {3,4,3,3}, with
376:Related honeycombs
326:hyperbolic 4-space
415:Regular Polytopes
382:24-cell honeycomb
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346:paracompact
253:Edge figure
238:Face figure
24:(No image)
404:References
342:honeycombs
311:Properties
44:{3,4,3,4}
452:Category
392:See also
388:facets.
362:24-cells
322:geometry
314:Regular
46:{3,4,3}
430:Coxeter
410:Coxeter
386:24-cell
368:to the
334:regular
320:In the
279:{4,3,4}
202:{3,4,3}
193:4-faces
440:
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328:, the
262:{3,4}
223:Faces
217:{3,4}
208:Cells
438:ISBN
420:ISBN
366:dual
340:(or
285:Dual
29:Type
324:of
306:,
247:{4}
232:{3}
454::
432:,
412:,
372:.
141:↔
304:4
301:R
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