81:
71:
53:
22:
2957:-gon there makes sense because of the p in the other columns. It is shorthand for "the polygon with p edges" not another name for "regular polygon". But it doesn't really address the other issues, of the confusing name changes, the extra width, unclear duplicate links, and the many things that are not polytopes.--
3498:
is already there, without which the column is empty, and the name isn't piped which makes it much easier to find, the whole point of a navigation box. This is even more of a problem with the heading as the article it links to isn't "I(p)" and doesn't mention it. Anyone following that link to find out
3415:
It was an aethetic decision, based on the fact there's only one G2, one F4, and seemed wasteful to have columns devoted to them. Previously G2 was skipped completely. Shared space risks confusion, but I hoped the blank dimensions would help. (Perhaps shading background colors differently might help a
2847:
More generally there's a problem with the number of edits and lack of edit summaries. If you want to edit an article please use the preview button to see your changes before submitting them, rather than only checking after submitting, and provide proper edit summaries to explain what your changes
2903:
Most of the links which I add doesn't exist in the article, I know. Such as E2,E3,F2, they're the result which I derived (So I'm worried about if I make some serious errors.), I think maybe they (E2,E3,F2...) is not important in
Uniform Polytopes, then we ignore them. So I try to add them in the
2729:
has already done the bold thing and reverted your changes. It's already a very large template so I would try to only add things that do not make it bigger, i.e. fill in gaps if you can, or use better names if they are not too long. It's a navigation template so does not need all name variations
3384:
Although G2, F4 and E6~E8 are
Exceptional Lie groups, but these three groups have a lot of difference, they don't have the simple connection. It's inappropriate to put them in the same column. Er...By the way, why the line "n-polytope" was in the bottom of the form? Actually the polytope of
2630:
in last table. SO the first table has "single-end-ringed polytopes" by symmetry group, the second table has the same PLUS regular nonconvex regulars. The third table has groups of polytopes. I'd lean towards the FIRST table for a navigator of that SET of polytopes (Call it
2655:
I replaced the template with "option 1" since it seemed the best "map" of the polytope families as this template is used within the uniform polytope articles. Perhaps it should be RENAMED to something else, if there's a more general usage for "Option 3"?
2680:
it is much too wide: somewhere around 1400 px with my default, very small, font size. The point of a navigation template is navigation. The extra names should be handled in the articles or, if they are common enough that they might be searched for, in
2586:
I listed 3 tables above, no strong preference by me. Partly it depends on where it'll be used. Categorical articles ought to have catagorical navigators perhaps, and individual articles have individual navigators by the group!?
2768:, are substantive questions which may be worthy of discussion. It's been so long since I looked at the Lie groups in question, that I'm not sure which is correct. The full names, even if, (IMHO) by mistake, the article is at
2605:
I think option 3, removing the suggested names, seems reasonable. I don't think penteract (for 5-cube) has any more sourcing than polytera (for 5-polytope), but I don't feel like nominating the entire set for deletion. —
2698:
Thanks, I'll try to edit it in the right way (I'm not good at speaking
English, I hope I didn't make some grammar error). By the way, is it right to add something likes F2 and E3 polytope in the Template?
3085:
but not their full names. It doesn't look beautiful, I think. Maybe I should turn the template back to Option 1 New
Version completely. And I think using F4 is better than Fn if we delete the F2(square).
2976:
Oh...So, is it wrong to add "p-gon" and the others in the templete? I wish you can help to edit according your opinion. After all, it;s very difficult for me to read and express in
English. Sorry.
3446:
is stand for G3, and it's in exist. There is only one convex polytope in G group, it have no special convex polytope, so we often use I2(6) instead G2, as well as to use BC2 and I2(4) instead F2
3463:(p) column to the template. Also, I was wondering if something like Schläfli symbols or Coxeter-Dynkin diagrams would be a good thing to include or if it would make the template too cluttered.
149:, and the redirect for 1- is inappropriate. The template makes sense, but the names should be revoked. I don't want to, even temporarily, damage the template by putting the appropriate
3328:
P.S. Square is belong to both BC2 and F2 group, but F2 doesn't seem to be necessary and important, so we ignore it. And use n-cube is better n-hypercube, I think.
3041:
I don't think E3 and F2 have polytopes associated. I wouldn't have reverted those without study, if you hadn't also used odd, long, names for the polytopes.
3699:
182:
tags in noinclude tags, so that the resultant articles aren't tagged as being OR. If this isn't resolved soon, I may propose the template for deletion. —
3704:
103:
3229:, which has instructions and a couple of examples. Or you could just move them: there's no requirement if it's a relatively uncontroversial move.--
3523:, which would also be confusing if linked to. Is there any way we could provide more information on it? I was thinking about putting it into
2792:
I have just made some changes, I make a smaller template now, though it is still very big :( , and I hope there is no mistake in it. I think
3506:
3236:
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are not included as Lie groups, apparently because they can't tessellate space. So I linked all the group titles, except Hn at the end!
2366:
1935:
1404:
2730:
listing - users can find those out by going to the articles. And too much information just obscures what's there and confuses people.--
3648:
They are good points to help the improvement of this article. The table could be expanded to help comparision between all shapes.--
3642:
2714:
2517:
3401:
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2938:
3325:, I see they use but not to express Bn polytope (Cross-polytope). Is it Wrong? Why they doesn't use to express Bn polytope?
33:
2843:
helps: the former is clearer, and some of the new names are not even well established names but OR: see the top of this page.
2135:
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2868:(Again) links should be to existing articles only, so no unlinked names: if important they should be explained in articles.
3548:
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It's too wide again, due to the longer names and a totally redundant extra column which is has just a spare link to
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I'm afraid both the current polytope-naming editor and the previous polychoron-naming editor would disagree; it's
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It looks good. You can just add to the template directly, no need for waiting for feedback on small changes. :)
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3120:-cross polytope. None of the other names have much weight in the real world. Agree with Fn to F4, as F2
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on
Knowledge (XXG). If you would like to participate, please visit the project page, where you can join
80:
3535:, etc.) are mentioned, but they don't have their own articles. Are they not "exceptional" enough? ;-)
2822:
links should be to existing articles only, so no red links and no external links, even to image pages.
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articles have tables for each polytope family. This table is intented as a compact navagator.
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uncontroversial, but that's two non-vandal editors who would have an honest disagreement. —
3006:
Seems I was wrong before, but I don't understand, Doesn't some groups like E3 and F2 exist?
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I have just made a much more complex version.Are there any inadequates or errors in it?
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is more professional, and almost of us have known which deminsion some polytopes is.
3676:
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I looked at the second link. I have no interest in making an account on Quora. The
3587:
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which uses the same columns, and they need to be a bit wider with graphs included.
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Actually, I think all simplecies (sp?) and cubes over dimension 4 should use the
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E2,E3,E4,E5 is in exist(F2 as well), even they are not exceptional Lie groups。
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2825:
Some of the additions are not polytopes but are lattices, points and lines.
3494:
Clutter is not so much a problem as redundancy and confusion. The link to
3361:
together in one column, and this allowed G2 to be added. I didn't know Hn
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3519:(p) isn't really mentioned on Knowledge (XXG) other than briefly under
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for lack of a better categorical name), and the third option for the
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3600:
Do you think the other Lie groups should have their own articles?
3442:
en. Well, what about the classification of each column? I think
2033:
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982:
439:
2348:
1917:
2814:
Again there are problems with the recent changes, for example
790:
I made it a bit more compact, removed less important elements.
222:
but not the higher ones, as the article for 4-polytopes is at
15:
3527:
but I'm not quite sure if it could go there. Other groups (A
3416:
bit more?) It's less of a problem on table width here, than
3306:
polytopes and it should belongs to Dn group (n-demicube is 1
2344:
1913:
218:. But they probably aren't notable enough. I suggest using
2639:
and listed grouped polytope families under this template.
196:
I changed the links to n-polytope, removed 1-polytope.
3499:
what I(p) stands for is going to be very confused.--
3136:
As an aside, how does one do a bulk rename request:
2342:(Variation of option 2 format, but focus on groups)
98:, a collaborative effort to improve the coverage of
3480:shows a similar table with graphs and CD diagrams.
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1996:
1951:
267:a reliable source, just in a reliable source.) —
3380:Sorry, I think something is wrong in the template
2828:Some are just duplicates of other links, e.g. to
1348:Separated columns for n-HyperCube and n-Orthoplex
3476:It was removed a couple months ago. The link to
263:. (They don't need necessarily to be suggested
159:tags inside, but something needs to be done. —
289:I think we can borrow details from this table
32:does not require a rating on Knowledge (XXG)'s
2360:
1929:
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821:
8:
3628:Hi guys. I started this question on Quora:
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47:
3262:Correction to part of the above, I wrote
2900:Wow, thanks for your suggestion at first.
2622:I changed the names in option one to the
3638:And this calculator on Google Sheets:
3053:, rather than the other way around. —
2835:I don't think changing names from e.g.
2676:Looking at it now after the changes by
1866:
1833:
1780:
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1351:Separated columns for 1k2 , 2k1 and k21
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904:
214:They're not original research, they're
112:Knowledge (XXG):WikiProject Mathematics
49:
2879:-gon" not used at all in the article.
92:This template is within the scope of
21:
19:
7:
2818:Redlinks and external links. As per
141:For all the entries except 2-4, the
3700:Template-Class mathematics articles
3643:n-simplex and n-cube nth Calculator
3633:Could zooming be the 4th dimension?
3278:" is the correct generic term, but
38:It is of interest to the following
3314:-cross is better, it has the same
3124:one of the other groups (B2?). —
255:, unless the names were suggested
14:
3321:While there is a new problem, in
3705:NA-priority mathematics articles
3045:is standard, but I'd argue that
2922:. It isn't a problem, I think.
115:Template:WikiProject Mathematics
79:
69:
51:
20:
3077:I don't understand, why to use
1284:i made a new simplier version
3282:seems to have more usage than
2949:A "result which I derived" is
2780:is better in the template. —
2746:The question of whether it's F
2633:Template:Quasiregular_polytope
2136:Great grand stellated 120-cell
798:) 00:28, 12February 2010 (UTC)
1:
3596:01:40, 14 December 2011 (UTC)
3549:Exceptional simple Lie groups
3543:01:04, 14 December 2011 (UTC)
3511:20:56, 13 December 2011 (UTC)
3490:20:34, 13 December 2011 (UTC)
3471:19:54, 13 December 2011 (UTC)
2666:07:47, 17 February 2010 (UTC)
2649:22:14, 15 February 2010 (UTC)
2614:04:26, 15 February 2010 (UTC)
2597:04:25, 14 February 2010 (UTC)
1380:14:11, 19 February 2010 (UTC)
1366:03:53, 20 February 2010 (UTC)
1332:08:52, 14 February 2010 (UTC)
1321:More improvements in layout
1313:21:16, 12 February 2010 (UTC)
1294:15:51, 12 February 2010 (UTC)
785:23:45, 11 February 2010 (UTC)
106:and see a list of open tasks.
3685:05:02, 13 October 2014 (UTC)
3658:22:15, 12 October 2014 (UTC)
3547:Yes, it looks like only the
3430:05:46, 5 December 2010 (UTC)
3406:05:20, 5 December 2010 (UTC)
3375:01:46, 2 December 2010 (UTC)
2062:Great stellated dodecahedron
2054:Small stellated dodecahedron
1865:
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239:06:15, 9 February 2010 (UTC)
206:02:02, 9 February 2010 (UTC)
190:16:30, 8 February 2010 (UTC)
167:16:11, 8 February 2010 (UTC)
3193:Demihepteract to 7-demicube
3187:Demipenteract to 5-demicube
2864:The redlinks have gone but
1911:(including star polytopes)
3721:
3610:14:41, 14 April 2012 (UTC)
3551:have individual articles:
3225:You can just post them to
3199:Demienneract to 9-demicube
3196:Demiocteract to 8-demicube
3190:Demihexeract to 6-demicube
3061:15:58, 31 March 2010 (UTC)
3027:11:43, 31 March 2010 (UTC)
2997:16:12, 27 March 2010 (UTC)
2969:15:58, 27 March 2010 (UTC)
2943:15:48, 27 March 2010 (UTC)
2918:-gon” is just copied from
2895:15:16, 27 March 2010 (UTC)
2860:13:14, 27 March 2010 (UTC)
2788:21:48, 26 March 2010 (UTC)
2742:14:37, 26 March 2010 (UTC)
2719:14:19, 26 March 2010 (UTC)
2693:13:44, 25 March 2010 (UTC)
2128:Great icosahedral 120-cell
1386:
809:
304:
3347:09:25, 13 June 2010 (UTC)
3294:18:01, 3 April 2010 (UTC)
3258:17:56, 3 April 2010 (UTC)
3241:17:49, 3 April 2010 (UTC)
3212:17:39, 3 April 2010 (UTC)
3169:Decacross to 10-orthoplex
3166:Enneacross to 9-orthoplex
3160:Heptacross to 7-orthoplex
3154:Pentacross to 5-orthoplex
3132:17:15, 3 April 2010 (UTC)
2514:Convex regular 4-polytope
2488:Kepler–Poinsot polyhedron
1891:
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64:
46:
3163:Octacross to 8-orthoplex
3157:Hexacross to 6-orthoplex
3148:Enneazetton to 8-simplex
2526:Convex uniform honeycomb
2518:Schläfli–Hess polychoron
2124:Grand stellated 120-cell
2120:Great stellated 120-cell
2112:Small stellated 120-cell
1619:demitesseract (16-cell)
1030:demitesseract (16-cell)
3624:Calculator and question
3266:-cross polytope, while
3151:Decayotton to 9-simplex
3142:Heptapeton to 6-simplex
2496:Uniform star polyhedron
95:WikiProject Mathematics
3359:Exceptional Lie_groups
3316:Coxeter-Dynkin diagram
3139:Hexateron to 5-simplex
1340:Option 1Â : New Version
3145:Octaexon to 7-simplex
2953:and so not allowed. "
2272:Gosset 4 21 polytope
2268:Gosset 2 41 polytope
2264:Gosset 1 42 polytope
2234:Gosset 3 21 polytope
2230:Gosset 2 31 polytope
2226:Gosset 1 32 polytope
2196:Gosset 2 21 polytope
2192:Gosset 1 22 polytope
2116:Great grand 120-cell
2100:Icosahedral 120-cell
1299:Looks good! (except
118:mathematics articles
3178:Hepteract to 7-cube
3172:Penteract to 5-cube
3049:should redirect to
1868:Uniform 10-polytope
1413:Fundamental convex
302:
301:in dimensions 2-10
172:OK, I enclosed the
3310:). So I think use
3302:-orthoplex means k
3184:Enneract to 9-cube
3181:Octeract to 8-cube
3175:Hexeract to 6-cube
2522:Uniform polychoron
2492:Uniform polyhedron
2050:Great dodecahedron
1898:Category:Polytopes
1835:Uniform 9-polytope
1782:Uniform 8-polytope
1725:Uniform 7-polytope
1678:Uniform 6-polytope
1645:Uniform 5-polytope
1600:Uniform 4-polytope
1558:Uniform 3-polytope
1530:Regular 2-polytope
1421:in dimensions 2-10
1280:Category:Polytopes
844:in dimensions 2-10
772:Category:Polytopes
292:
87:Mathematics portal
34:content assessment
3504:
3478:Polytope_families
3455:Regular polygons?
3418:Polytope families
3409:
3392:comment added by
3234:
3030:
3013:comment added by
3000:
2983:comment added by
2962:
2951:original research
2946:
2929:comment added by
2888:
2853:
2735:
2727:User:Arthur Rubin
2722:
2705:comment added by
2686:
2577:
2576:
2480:Archimedean solid
2330:
2329:
2058:Great icosahedron
1895:
1894:
1419:uniform polytopes
1277:
1276:
842:uniform polytopes
769:
768:
299:uniform polytopes
253:original research
237:
147:original research
134:
133:
130:
129:
126:
125:
3712:
3525:Simple Lie group
3515:I noticed that I
3500:
3444:Hexagonal tiling
3408:
3386:
3357:I regrouped the
3323:Uniform polytope
3284:5-cross-polytope
3230:
3029:
3007:
2999:
2977:
2958:
2945:
2923:
2884:
2849:
2731:
2721:
2699:
2682:
2626:style, and just
2369:
2362:
2355:
2346:
1938:
1931:
1924:
1915:
1407:
1400:
1393:
1384:
830:
823:
816:
807:
303:
230:
181:
175:
158:
152:
120:
119:
116:
113:
110:
89:
84:
83:
73:
66:
65:
55:
48:
25:
24:
23:
16:
3720:
3719:
3715:
3714:
3713:
3711:
3710:
3709:
3690:
3689:
3626:
3584:
3577:
3570:
3563:
3556:
3534:
3530:
3518:
3509:
3496:regular polygon
3462:
3457:
3387:
3355:
3309:
3305:
3239:
3008:
2978:
2967:
2924:
2910:
2893:
2873:Regular polygon
2858:
2796:is better than
2772:rather than at
2767:
2761:
2755:
2749:
2740:
2725:As you can see
2700:
2691:
2674:
2583:
2578:
2573:
2571:
2564:
2557:
2528:
2502:
2464:
2458:Regular polygon
2422:
2378:
2373:
2336:
2331:
2326:
2300:
2274:
2236:
2198:
2164:
2138:
2064:
2018:
1992:
1947:
1942:
1905:
1826:
1818:
1810:
1769:
1761:
1753:
1714:
1706:
1524:
1518:
1512:
1506:
1500:
1494:
1476:
1468:
1460:
1422:
1411:
1342:
1214:
1207:
1200:
1164:
1157:
1150:
1114:
1107:
943:
937:
931:
925:
919:
913:
895:
888:
881:
845:
834:
805:
688:
682:
676:
636:
630:
624:
584:
578:
389:
383:
376:
369:
362:
356:
345:
329:
318:
287:
261:reliable source
216:suggested names
179:
173:
156:
150:
139:
117:
114:
111:
108:
107:
85:
78:
12:
11:
5:
3718:
3716:
3708:
3707:
3702:
3692:
3691:
3688:
3687:
3646:
3645:
3636:
3635:
3625:
3622:
3621:
3620:
3619:
3618:
3617:
3616:
3615:
3614:
3613:
3612:
3582:
3575:
3568:
3561:
3554:
3532:
3528:
3516:
3505:
3502:JohnBlackburne
3460:
3456:
3453:
3452:
3451:
3450:
3449:
3448:
3447:
3435:
3434:
3433:
3432:
3382:
3381:
3363:Coxeter groups
3354:
3351:
3350:
3349:
3334:
3333:
3332:
3331:
3330:
3329:
3326:
3319:
3307:
3303:
3276:Cross polytope
3274:-orthoplex. "
3235:
3232:JohnBlackburne
3223:
3222:
3221:
3220:
3219:
3218:
3217:
3216:
3215:
3214:
3202:
3201:
3200:
3197:
3194:
3191:
3188:
3185:
3182:
3179:
3176:
3173:
3170:
3167:
3164:
3161:
3158:
3155:
3152:
3149:
3146:
3143:
3140:
3134:
3093:
3092:
3091:
3090:
3089:
3088:
3087:
3086:
3068:
3067:
3066:
3065:
3064:
3063:
3034:
3033:
3032:
3031:
2974:
2973:
2972:
2971:
2963:
2960:JohnBlackburne
2908:
2905:
2901:
2889:
2886:JohnBlackburne
2881:
2880:
2875:using a name "
2869:
2854:
2851:JohnBlackburne
2845:
2844:
2833:
2826:
2823:
2812:
2811:
2810:
2809:
2808:
2807:
2806:
2805:
2763:
2757:
2751:
2747:
2736:
2733:JohnBlackburne
2687:
2684:JohnBlackburne
2678:User:Yaoliding
2673:
2670:
2669:
2668:
2652:
2651:
2619:
2618:
2617:
2616:
2600:
2599:
2582:
2579:
2575:
2574:
2569:
2562:
2555:
2536:
2534:
2530:
2529:
2512:
2510:
2504:
2503:
2500:Uniform tiling
2476:Platonic solid
2474:
2472:
2466:
2465:
2432:
2430:
2424:
2423:
2386:
2384:
2380:
2379:
2374:
2372:
2371:
2364:
2357:
2349:
2335:
2332:
2328:
2327:
2310:
2308:
2302:
2301:
2284:
2282:
2276:
2275:
2246:
2244:
2238:
2237:
2208:
2206:
2200:
2199:
2174:
2172:
2166:
2165:
2148:
2146:
2140:
2139:
2132:Grand 600-cell
2108:Grand 120-cell
2104:Great 120-cell
2074:
2072:
2066:
2065:
2028:
2026:
2020:
2019:
2002:
2000:
1994:
1993:
1987:(Polyyotta) •
1983:(Polyzetta) •
1955:
1953:
1949:
1948:
1943:
1941:
1940:
1933:
1926:
1918:
1904:
1901:
1893:
1892:
1890:
1885:
1880:
1875:
1870:
1864:
1863:
1861:
1859:
1857:
1852:
1847:
1842:
1837:
1831:
1830:
1828:
1824:
1820:
1816:
1812:
1808:
1804:
1799:
1794:
1789:
1784:
1778:
1777:
1775:
1773:
1771:
1767:
1763:
1759:
1755:
1751:
1747:
1742:
1737:
1732:
1727:
1721:
1720:
1718:
1716:
1712:
1708:
1704:
1700:
1695:
1690:
1685:
1680:
1674:
1673:
1671:
1669:
1667:
1662:
1657:
1652:
1647:
1641:
1640:
1631:
1626:
1624:
1622:
1620:
1617:
1612:
1607:
1602:
1596:
1595:
1586:
1584:
1582:
1575:
1570:
1565:
1560:
1554:
1553:
1548:
1546:
1544:
1542:
1537:
1532:
1526:
1525:
1522:
1519:
1516:
1513:
1510:
1507:
1504:
1501:
1498:
1495:
1492:
1489:
1483:
1482:
1480:
1478:
1474:
1470:
1466:
1462:
1458:
1454:
1448:
1442:
1436:
1430:
1424:
1423:
1412:
1410:
1409:
1402:
1395:
1387:
1369:
1368:
1353:
1352:
1349:
1344:New version :
1341:
1338:
1337:
1336:
1335:
1334:
1322:
1316:
1315:
1275:
1274:
1272:
1267:
1258:
1253:
1247:
1246:
1244:
1239:
1230:
1225:
1219:
1218:
1216:
1212:
1205:
1198:
1194:
1189:
1180:
1175:
1169:
1168:
1166:
1162:
1155:
1148:
1144:
1139:
1130:
1125:
1119:
1118:
1116:
1112:
1105:
1101:
1096:
1087:
1082:
1076:
1075:
1073:
1068:
1059:
1054:
1048:
1047:
1038:
1033:
1031:
1028:
1019:
1014:
1008:
1007:
998:
996:
989:
980:
975:
969:
968:
963:
961:
956:
951:
945:
944:
941:
938:
935:
932:
929:
926:
923:
920:
917:
914:
911:
908:
902:
901:
899:
897:
893:
886:
879:
875:
869:
859:
853:
847:
846:
835:
833:
832:
825:
818:
810:
804:
801:
800:
799:
767:
766:
763:
760:
757:
752:
748:
743:
738:
732:
731:
728:
725:
722:
717:
713:
708:
703:
697:
696:
693:
690:
686:
680:
674:
670:
665:
661:
656:
651:
645:
644:
641:
638:
634:
628:
622:
618:
613:
609:
604:
599:
593:
592:
589:
586:
582:
576:
572:
567:
563:
558:
553:
547:
546:
543:
540:
537:
532:
528:
523:
518:
512:
511:
507:
502:
497:
494:
492:
489:
485:
480:
478:
473:
467:
466:
462:
457:
454:
451:
450:(Tetrahedron)
449:
446:
442:
437:
435:
430:
424:
423:
418:
415:
412:
409:
404:
402:
397:
391:
390:
387:
384:
381:
378:
374:
367:
360:
357:
354:
351:
346:
343:
340:
335:
330:
327:
324:
319:
316:
313:
309:
286:
283:
282:
281:
280:
279:
278:
277:
244:
243:
242:
241:
209:
208:
193:
192:
138:
135:
132:
131:
128:
127:
124:
123:
121:
104:the discussion
91:
90:
74:
62:
61:
56:
44:
43:
37:
26:
13:
10:
9:
6:
4:
3:
2:
3717:
3706:
3703:
3701:
3698:
3697:
3695:
3686:
3682:
3678:
3674:
3670:
3666:
3662:
3661:
3660:
3659:
3655:
3651:
3644:
3641:
3640:
3639:
3634:
3631:
3630:
3629:
3623:
3611:
3607:
3603:
3599:
3598:
3597:
3593:
3589:
3585:
3578:
3571:
3564:
3557:
3550:
3546:
3545:
3544:
3541:
3538:
3526:
3522:
3521:Coxeter group
3514:
3513:
3512:
3508:
3503:
3497:
3493:
3492:
3491:
3487:
3483:
3479:
3475:
3474:
3473:
3472:
3469:
3466:
3454:
3445:
3441:
3440:
3439:
3438:
3437:
3436:
3431:
3427:
3423:
3419:
3414:
3413:
3412:
3411:
3410:
3407:
3403:
3399:
3395:
3391:
3379:
3378:
3377:
3376:
3372:
3368:
3364:
3360:
3352:
3348:
3344:
3340:
3336:
3335:
3327:
3324:
3320:
3317:
3313:
3301:
3297:
3296:
3295:
3292:
3289:
3285:
3281:
3277:
3273:
3269:
3265:
3261:
3260:
3259:
3256:
3253:
3249:
3245:
3244:
3243:
3242:
3238:
3233:
3228:
3213:
3210:
3207:
3203:
3198:
3195:
3192:
3189:
3186:
3183:
3180:
3177:
3174:
3171:
3168:
3165:
3162:
3159:
3156:
3153:
3150:
3147:
3144:
3141:
3138:
3137:
3135:
3133:
3130:
3127:
3123:
3119:
3115:
3111:
3107:
3103:
3102:
3101:
3100:
3099:
3098:
3097:
3096:
3095:
3094:
3084:
3080:
3076:
3075:
3074:
3073:
3072:
3071:
3070:
3069:
3062:
3059:
3056:
3052:
3048:
3044:
3040:
3039:
3038:
3037:
3036:
3035:
3028:
3024:
3020:
3016:
3012:
3005:
3004:
3003:
3002:
3001:
2998:
2994:
2990:
2986:
2982:
2970:
2966:
2961:
2956:
2952:
2948:
2947:
2944:
2940:
2936:
2932:
2928:
2921:
2920:Coxeter Group
2917:
2913:
2906:
2902:
2899:
2898:
2897:
2896:
2892:
2887:
2878:
2874:
2870:
2867:
2866:
2865:
2862:
2861:
2857:
2852:
2842:
2838:
2834:
2831:
2827:
2824:
2821:
2817:
2816:
2815:
2803:
2799:
2795:
2791:
2790:
2789:
2786:
2783:
2779:
2775:
2771:
2766:
2760:
2754:
2745:
2744:
2743:
2739:
2734:
2728:
2724:
2723:
2720:
2716:
2712:
2708:
2704:
2697:
2696:
2695:
2694:
2690:
2685:
2679:
2671:
2667:
2663:
2659:
2654:
2653:
2650:
2646:
2642:
2638:
2634:
2629:
2625:
2621:
2620:
2615:
2612:
2609:
2604:
2603:
2602:
2601:
2598:
2594:
2590:
2585:
2584:
2580:
2572:
2565:
2558:
2551:
2550:Demihypercube
2547:
2543:
2539:
2535:
2531:
2527:
2523:
2519:
2515:
2511:
2509:
2505:
2501:
2497:
2493:
2489:
2485:
2484:Catalan solid
2481:
2477:
2473:
2471:
2467:
2463:
2459:
2455:
2454:Parallelogram
2451:
2447:
2443:
2439:
2435:
2431:
2429:
2425:
2421:
2417:
2413:
2409:
2405:
2401:
2397:
2393:
2389:
2385:
2381:
2377:
2370:
2365:
2363:
2358:
2356:
2351:
2350:
2347:
2343:
2341:
2333:
2325:
2321:
2317:
2313:
2312:Hendecaxennon
2309:
2307:
2303:
2299:
2295:
2291:
2287:
2283:
2281:
2277:
2273:
2269:
2265:
2261:
2257:
2253:
2249:
2245:
2243:
2239:
2235:
2231:
2227:
2223:
2222:Demihepteract
2219:
2215:
2211:
2207:
2205:
2201:
2197:
2193:
2189:
2185:
2181:
2177:
2173:
2171:
2167:
2163:
2162:Demipenteract
2159:
2155:
2151:
2147:
2145:
2141:
2137:
2133:
2129:
2125:
2121:
2117:
2113:
2109:
2105:
2101:
2097:
2093:
2089:
2085:
2081:
2077:
2073:
2071:
2067:
2063:
2059:
2055:
2051:
2047:
2043:
2039:
2035:
2031:
2027:
2025:
2021:
2017:
2013:
2009:
2005:
2001:
1999:
1995:
1990:
1986:
1982:
1978:
1975:(Polypeta) •
1974:
1971:(Polytera) •
1970:
1966:
1962:
1958:
1954:
1950:
1946:
1939:
1934:
1932:
1927:
1925:
1920:
1919:
1916:
1912:
1910:
1902:
1900:
1899:
1889:
1886:
1884:
1881:
1879:
1876:
1874:
1871:
1869:
1862:
1860:
1856:
1853:
1851:
1848:
1846:
1843:
1841:
1838:
1836:
1827:
1821:
1819:
1813:
1811:
1805:
1803:
1800:
1798:
1795:
1793:
1790:
1788:
1785:
1783:
1774:
1772:
1770:
1764:
1762:
1756:
1754:
1748:
1746:
1743:
1741:
1738:
1736:
1733:
1731:
1728:
1726:
1717:
1715:
1709:
1707:
1701:
1699:
1696:
1694:
1691:
1689:
1686:
1684:
1681:
1679:
1670:
1666:
1663:
1661:
1658:
1656:
1653:
1651:
1648:
1646:
1639:
1635:
1632:
1630:
1627:
1625:
1623:
1621:
1618:
1616:
1613:
1611:
1608:
1606:
1603:
1601:
1594:
1590:
1587:
1585:
1580:
1576:
1574:
1571:
1569:
1566:
1564:
1561:
1559:
1552:
1549:
1547:
1545:
1541:
1536:
1533:
1531:
1520:
1514:
1502:
1490:
1488:
1481:
1479:
1477:
1471:
1469:
1463:
1461:
1455:
1453:
1449:
1447:
1443:
1441:
1437:
1435:
1431:
1429:
1426:
1420:
1416:
1408:
1403:
1401:
1396:
1394:
1389:
1388:
1385:
1382:
1381:
1377:
1373:
1367:
1363:
1359:
1355:
1354:
1350:
1347:
1346:
1345:
1339:
1333:
1329:
1325:
1320:
1319:
1318:
1317:
1314:
1310:
1306:
1302:
1298:
1297:
1296:
1295:
1291:
1287:
1282:
1281:
1271:
1268:
1266:
1262:
1259:
1257:
1254:
1252:
1243:
1240:
1238:
1234:
1231:
1229:
1226:
1224:
1215:
1208:
1201:
1195:
1193:
1190:
1188:
1184:
1181:
1179:
1176:
1174:
1165:
1158:
1151:
1145:
1143:
1140:
1138:
1134:
1131:
1129:
1126:
1124:
1115:
1108:
1102:
1100:
1097:
1095:
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1088:
1086:
1083:
1081:
1072:
1069:
1067:
1063:
1060:
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1055:
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1046:
1042:
1039:
1037:
1034:
1032:
1029:
1027:
1023:
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1018:
1015:
1013:
1006:
1002:
999:
994:
990:
988:
984:
981:
979:
976:
974:
967:
964:
960:
957:
955:
952:
950:
939:
933:
927:
921:
915:
909:
907:
900:
898:
896:
889:
882:
876:
874:
870:
868:
864:
860:
858:
854:
852:
849:
843:
839:
831:
826:
824:
819:
817:
812:
811:
808:
802:
797:
793:
789:
788:
787:
786:
782:
778:
774:
773:
764:
761:
758:
756:
753:
751:
747:
744:
742:
739:
737:
734:
729:
726:
723:
721:
718:
716:
712:
709:
707:
704:
702:
699:
694:
691:
689:
683:
677:
671:
669:
666:
664:
660:
657:
655:
652:
650:
647:
637:
631:
625:
619:
617:
616:Demihepteract
614:
612:
608:
605:
603:
600:
598:
595:
585:
579:
573:
571:
568:
566:
562:
559:
557:
554:
552:
549:
536:
535:Demipenteract
533:
531:
527:
524:
522:
519:
517:
514:
510:
506:
503:
501:
498:
495:
491:Demitesseract
490:
488:
484:
481:
477:
474:
472:
469:
465:
461:
458:
455:
452:
447:
445:
441:
438:
434:
431:
429:
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416:
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398:
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393:
385:
379:
377:
370:
363:
352:
350:
341:
339:
334:
325:
323:
314:
312:
308:
305:
300:
296:
290:
284:
276:
273:
270:
266:
262:
258:
254:
250:
249:
248:
247:
246:
245:
240:
236:
233:
229:
225:
221:
217:
213:
212:
211:
210:
207:
203:
199:
195:
194:
191:
188:
185:
178:
171:
170:
169:
168:
165:
162:
155:
148:
144:
136:
122:
105:
101:
97:
96:
88:
82:
77:
75:
72:
68:
67:
63:
60:
57:
54:
50:
45:
41:
35:
31:
27:
18:
17:
3647:
3637:
3627:
3602:Double sharp
3459:I added an I
3458:
3383:
3356:
3311:
3299:
3288:Arthur Rubin
3271:
3263:
3252:Arthur Rubin
3247:
3224:
3206:Arthur Rubin
3126:Arthur Rubin
3121:
3117:
3113:
3109:
3105:
3055:Arthur Rubin
2975:
2954:
2915:
2911:
2907:The group “I
2882:
2876:
2863:
2846:
2840:
2836:
2813:
2800:, after all
2782:Arthur Rubin
2764:
2758:
2752:
2681:redirects.--
2675:
2636:
2627:
2623:
2608:Arthur Rubin
2462:Star polygon
2359:
2340:User:Tomruen
2337:
2324:Demidekeract
2306:10-polytopes
2298:Demienneract
2260:Demiocteract
2188:Demihexeract
2042:Dodecahedron
1979:(Polyexa) •
1928:
1906:
1896:
1883:10-orthoplex
1589:Dodecahedron
1427:
1397:
1370:
1343:
1300:
1283:
1278:
1265:10-orthoplex
1001:Dodecahedron
850:
836:Fundamental
775:
770:
755:Demidekeract
720:Demienneract
668:Demiocteract
570:Demihexeract
479:(4-simplex)
460:Dodecahedron
436:(3-simplex)
403:(2-simplex)
310:
293:Fundamental
288:
269:Arthur Rubin
264:
256:
252:
215:
184:Arthur Rubin
161:Arthur Rubin
142:
140:
137:old comments
93:
40:WikiProjects
29:
3388:—Preceding
3280:5-orthoplex
3116:-cube, and
3009:—Preceding
2979:—Preceding
2925:—Preceding
2701:—Preceding
2581:Discussion?
2420:10-polytope
2280:9-polytopes
2248:Enneazetton
2242:8-polytopes
2204:7-polytopes
2170:6-polytopes
2144:5-polytopes
2076:Pentachoron
2046:Icosahedron
2030:Tetrahedron
1991:(Polyxenna)
1989:10-polytope
1888:10-demicube
1850:9-orthoplex
1797:8-orthoplex
1740:7-orthoplex
1693:6-orthoplex
1660:5-orthoplex
1593:Icosahedron
1579:Tetrahedron
1563:Tetrahedron
1372:Mateus Zica
1324:Mateus Zica
1286:Mateus Zica
1270:10-demicube
1251:10-polytope
1237:9-orthoplex
1187:8-orthoplex
1137:7-orthoplex
1094:6-orthoplex
1066:5-orthoplex
1005:Icosahedron
993:Tetrahedron
777:Mateus Zica
464:Icosahedron
433:Tetrahedron
285:new version
145:constitute
109:Mathematics
100:mathematics
59:Mathematics
3694:Categories
3650:TudorTulok
3318:as n-cube.
3248:relatively
3112:-simplex,
3079:10-simplex
2707:Yaoliding
2637:n-polytope
2416:9-polytope
2412:8-polytope
2408:7-polytope
2404:6-polytope
2400:5-polytope
2396:Polychoron
2392:Polyhedron
2294:Enneacross
2286:Decayotton
2218:Heptacross
2176:Heptapeton
2158:Pentacross
2038:Octahedron
1985:9-polytope
1981:8-polytope
1977:7-polytope
1973:6-polytope
1969:5-polytope
1965:Polychoron
1961:Polyhedron
1873:10-simplex
1855:9-demicube
1802:8-demicube
1745:7-demicube
1698:6-demicube
1665:5-demicube
1577:Demicube (
1573:Octahedron
1256:10-simplex
1242:9-demicube
1223:9-polytope
1192:8-demicube
1173:8-polytope
1142:7-demicube
1123:7-polytope
1099:6-demicube
1080:6-polytope
1071:5-demicube
1052:5-polytope
1012:4-polytope
991:Demicube (
987:Octahedron
973:3-polytope
949:2-polytope
741:10-simplex
715:Enneacross
611:Heptacross
530:Pentacross
493:(16-cell)
444:Octahedron
224:polychoron
220:polychoron
3673:orthoplex
3669:hypercube
3394:Yaoliding
3339:Yaoliding
3047:Penteract
3043:Tesseract
3015:Yaoliding
2985:Yaoliding
2931:Yaoliding
2904:template.
2841:Hexateron
2820:WP:NAVBOX
2802:penteract
2794:penteract
2770:penteract
2628:n-polyope
2546:Hypercube
2542:Orthoplex
2508:Polychora
2470:Polyhedra
2446:Trapezoid
2442:Rectangle
2376:Polytopes
2320:Decacross
2256:Octacross
2214:Hepteract
2184:Hexacross
2154:Penteract
2150:Hexateron
2080:Tesseract
2070:Polychora
2024:Polyhedra
2016:Pentagram
1945:Polytopes
1840:9-simplex
1787:8-simplex
1730:7-simplex
1683:6-simplex
1650:5-simplex
1610:Tesseract
1446:Orthoplex
1440:Hypercube
1228:9-simplex
1178:8-simplex
1128:7-simplex
1085:6-simplex
1057:5-simplex
1022:Tesseract
1017:4-simplex
978:3-simplex
954:2-simplex
867:Orthoplex
863:Hypercube
750:Decacross
706:9-simplex
663:Octacross
654:8-simplex
607:Hepteract
602:7-simplex
565:Hexacross
556:6-simplex
526:Penteract
521:5-simplex
483:Tesseract
338:Orthoplex
333:Hypercube
3677:Tom Ruen
3588:Tom Ruen
3482:Tom Ruen
3422:Tom Ruen
3402:contribs
3390:unsigned
3367:Tom Ruen
3353:Added G2
3298:I think
3106:standard
3023:contribs
3011:unsigned
2993:contribs
2981:unsigned
2939:contribs
2927:unsigned
2715:contribs
2703:unsigned
2658:Tom Ruen
2641:Tom Ruen
2589:Tom Ruen
2533:Families
2434:Triangle
2428:Polygons
2334:Option 3
2316:Dekeract
2290:Enneract
2252:Octeract
2210:Octaexon
2180:Hexeract
2096:600-cell
2092:120-cell
2012:Pentagon
2004:Triangle
1998:Polygons
1903:Option 2
1638:600-cell
1634:120-cell
1551:Pentagon
1535:Triangle
1452:Demicube
1358:Tom Ruen
1305:Tom Ruen
1045:600-cell
1041:120-cell
966:Pentagon
873:Demicube
803:Option 1
792:Tom Ruen
746:Dekeract
711:Enneract
659:Octeract
561:Hexeract
509:600-cell
505:120-cell
448:Demicube
421:Pentagon
400:triangle
349:Demicube
251:They're
198:Tom Ruen
30:template
3665:simplex
3268:Coxeter
3083:10-cube
2914:” and “
2756:, and G
2672:Too big
2538:Simplex
2450:Rhombus
2388:Polygon
2088:24-cell
2084:16-cell
1957:Polygon
1878:10-cube
1629:24-cell
1615:16-cell
1434:Simplex
1415:regular
1261:10-cube
1036:24-cell
1026:16-cell
857:Simplex
838:regular
500:24-cell
487:16-cell
322:Simplex
295:regular
3671:, and
3579:, and
3540:(talk)
3537:Aacehm
3468:(talk)
3465:Aacehm
3291:(talk)
3255:(talk)
3209:(talk)
3129:(talk)
3058:(talk)
3051:5-cube
2848:are.--
2837:5-cell
2830:Square
2798:5-cube
2785:(talk)
2778:5-cube
2774:5-cube
2611:(talk)
2438:Square
2008:Square
1909:User:4
1845:9-cube
1792:8-cube
1735:7-cube
1688:6-cube
1655:5-cube
1605:5-cell
1540:Square
1487:Family
1233:9-cube
1183:8-cube
1133:7-cube
1090:6-cube
1062:5-cube
959:Square
906:Family
476:5-cell
407:Square
307:Family
272:(talk)
187:(talk)
164:(talk)
36:scale.
3507:deeds
3286:. —
3270:used
3237:deeds
3227:WP:RM
3108:name
2965:deeds
2891:deeds
2856:deeds
2762:or GH
2738:deeds
2689:deeds
2624:n-XXX
2338:From
1907:From
143:names
28:This
3681:talk
3654:talk
3606:talk
3592:talk
3531:, BC
3486:talk
3426:talk
3398:talk
3371:talk
3343:talk
3204:? —
3081:and
3019:talk
2989:talk
2935:talk
2750:or F
2711:talk
2662:talk
2645:talk
2593:talk
2383:Main
2034:Cube
1952:Main
1568:Cube
1417:and
1376:talk
1362:talk
1328:talk
1309:talk
1290:talk
983:Cube
865:• n-
840:and
796:talk
781:talk
440:Cube
297:and
202:talk
2912:(p)
2839:to
2717:)
1303:s)
890:•
3696::
3683:)
3667:,
3656:)
3608:)
3594:)
3586:.
3572:,
3565:,
3558:,
3488:)
3428:)
3404:)
3400:•
3373:)
3345:)
3308:k1
3304:11
3122:is
3025:)
3021:•
2995:)
2991:•
2941:)
2937:•
2883:--
2776:,
2713:•
2664:)
2647:)
2595:)
2570:k2
2566:,
2563:k2
2559:,
2556:21
2552:,
2548:,
2544:,
2540:,
2524:•
2520:•
2516:•
2498:•
2494:•
2490:•
2486:•
2482:•
2478:•
2460:•
2456:•
2452:•
2448:•
2444:•
2440:•
2436:•
2418:•
2414:•
2410:•
2406:•
2402:•
2398:•
2394:•
2390:•
2322:•
2318:•
2314:•
2296:•
2292:•
2288:•
2270:•
2266:•
2262:•
2258:•
2254:•
2250:•
2232:•
2228:•
2224:•
2220:•
2216:•
2212:•
2194:•
2190:•
2186:•
2182:•
2178:•
2160:•
2156:•
2152:•
2134:•
2130:•
2126:•
2122:•
2118:•
2114:•
2110:•
2106:•
2102:•
2098:•
2094:•
2090:•
2086:•
2082:•
2078:•
2060:•
2056:•
2052:•
2048:•
2044:•
2040:•
2036:•
2032:•
2014:•
2010:•
2006:•
1967:•
1963:•
1959:•
1825:21
1817:41
1809:42
1768:21
1760:31
1752:32
1713:21
1705:22
1636:•
1591:•
1581:)
1497:BC
1475:21
1467:k1
1459:k2
1450:n-
1444:n-
1438:n-
1432:n-
1378:)
1364:)
1330:)
1311:)
1301:x'
1292:)
1263:•
1235:•
1213:21
1209:•
1206:41
1202:•
1199:42
1185:•
1163:21
1159:•
1156:31
1152:•
1149:32
1135:•
1113:21
1109:•
1106:22
1092:•
1064:•
1043:•
1024:•
1003:•
995:)
985:•
916:BC
894:21
887:k1
883:•
880:k2
871:n-
861:n-
855:n-
783:)
765:x
762:x
759:x
736:10
730:x
727:x
724:x
695:x
692:x
687:21
681:41
675:42
643:x
640:x
635:21
629:31
623:32
591:x
588:x
583:21
577:22
545:x
542:x
539:x
496:x
456:x
453:x
417:x
414:x
411:x
375:21
371:,
368:k1
364:,
361:k2
347:n-
336:n-
331:n-
326:BC
320:n-
265:by
259:a
257:in
226:.
204:)
180:}}
177:or
174:{{
157:}}
154:or
151:{{
3679:(
3652:(
3604:(
3590:(
3583:8
3581:E
3576:7
3574:E
3569:6
3567:E
3562:4
3560:F
3555:2
3553:G
3533:n
3529:n
3517:n
3484:(
3461:n
3424:(
3396:(
3369:(
3341:(
3312:n
3300:n
3272:n
3264:n
3118:n
3114:n
3110:n
3017:(
2987:(
2955:p
2933:(
2916:p
2909:2
2877:p
2832:.
2765:n
2759:n
2753:n
2748:4
2709:(
2660:(
2643:(
2591:(
2568:1
2561:1
2554:k
2368:e
2361:t
2354:v
1937:e
1930:t
1923:v
1823:4
1815:2
1807:1
1766:3
1758:2
1750:1
1711:2
1703:1
1523:n
1521:H
1517:4
1515:F
1511:n
1509:E
1505:n
1503:D
1499:n
1493:n
1491:A
1473:k
1465:2
1457:1
1428:n
1406:e
1399:t
1392:v
1374:(
1360:(
1326:(
1307:(
1288:(
1211:4
1204:2
1197:1
1161:3
1154:2
1147:1
1111:2
1104:1
942:n
940:H
936:4
934:F
930:n
928:E
924:n
922:D
918:n
912:n
910:A
892:k
885:2
878:1
851:n
829:e
822:t
815:v
794:(
779:(
701:9
685:4
679:2
673:1
649:8
633:3
627:2
621:1
597:7
581:2
575:1
551:6
516:5
471:4
428:3
395:2
388:n
386:H
382:4
380:F
373:k
366:2
359:1
355:n
353:E
344:n
342:D
328:n
317:n
315:A
311:n
235:C
232:T
228:4
200:(
42::
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