Wikipedia:Articles for deletion/Jonathan Bowers

Jonathan Bowers

I believe he is a non-notable math and numbers fan with a big imagination. I suggest his page be deleted, together with Jonathan Bowers' large numbers, Jonathan Bowers' array notation and all the redirects to Jonathan Bowers: Quingentillion -- Sescentillion -- Septingentillion -- Octingentillion -- Nongentillion -- Millillion -- Nanillion -- Zeptillion -- Yoctillion -- Vecillion -- Mecillion -- Duecillion -- Trecillion -- Tetrecillion -- Pentecillion -- Hexecillion -- Heptecillion -- Octecillion -- Ennecillion -- Icosillion -- Triacontillion -- Tetracontillion -- Pentacontillion -- Hexacontillion -- Heptacontillion -- Googolplexian -- Googolquadriplex -- Googolquinplex -- Googolsexplex -- Googolseptaplex -- Googoloctaplex -- Googolnonaplex -- Googoldecaplex -- Octacontillion -- Ennacontillion -- Hectillion -- Killillion -- Megillion -- Gigillion -- Terillion -- Petillion -- Exillion -- Zettillion -- Yottillion -- Xennillion -- Vekillion -- Duekillion -- Trekillion -- Tetrekillion -- Pentekillion -- Hexekillion -- Heptekillion -- Octekillion -- Ennekillion -- Twentillion -- Triatwentillion -- Icterillion -- Thirtillion -- Fortillion -- Fiftillion -- Sixtillion -- Seventillion -- Eightillion -- Nintillion -- Hundrillion -- Thousillion -- Lakhillion -- Crorillion -- Awkillion -- Bentrizillion -- Botillion -- Trotillion -- Icpetillion -- Ikectillion -- Iczetillion -- Ikyotillion -- Icxenillion -- Multillion -- Versillion -- Supillion -- Gaxillion -- Mejillion -- Gijillion -- Astillion -- Lunillion -- Fermillion -- Jovillion -- Solillion -- Betillion -- Glocillion -- Notillion -- Yootillion -- Zotillion -- Exotillion -- Potillion -- Totillion -- Dalillion -- Tralillion -- Talillion -- Palillion -- Exalillion -- Zalillion -- Yalillion -- Nalillion . So, Delete. Oleg Alexandrov (talk) 18:06, 14 July 2006 (UTC)[reply]

Delete all - see also Wikipedia:Articles for deletion/Bowers style acronym BlueValour 17:50, 14 July 2006 (UTC)[reply]
For a related discussion, see Wikipedia:Articles for deletion/Googolplexian. Uncle G 18:29, 14 July 2006 (UTC)[reply]
- And Wikipedia:Articles for deletion/Indefinite and fictitious large numbers. Uncle G 18:32, 14 July 2006 (UTC)[reply]
~~Strong oppose~~ - Bowers through his work with the Uniform Polychora Project has been the discover of the majority of the 4 dimensional uniform polyhedra or polyclora. This alone is enought to establish notability. Bowers has also devised as system of representing very large numbers which is beleived to be able to represent larger nubers than the closest alternative Conway chained arrow notation. This notation has allowed Bowers to name the largest finite number ever conceive of by man. As is typical for the discoverer of things he gets nameing rights. Alas being an amature he has not published in journals or in print. --Salix alba (talk) 18:31, 14 July 2006 (UTC)[reply]

This user is the creator of, or contributor to, many related articles. BlueValour 18:58, 14 July 2006 (UTC) [reply]

I checked a few of the links and the ones I did were redirects. Oh well, it should be an early shower for Jonathan Bowers. Delete with prejudice. --Richhoncho 18:46, 14 July 2006 (UTC)[reply]
Delete "Alas being an amature he has not published in journals or in print." I couldn't have put it better myself. ~ trialsanderrors 18:51, 14 July 2006 (UTC)[reply]
Strong Delete All and block from recreation as NN and/or WP:OR--Nick Y. 18:54, 14 July 2006 (UTC)[reply]
Strong keep. He has invented a notation that exceeds all other notations in representing large numbers. Such large numbers can't be represented with any other notations. Helicoptor 18:55, 14 July 2006 (UTC)[reply]
Delete all. I was going to wait until I could propose the entire Polychoron neologism walled garden for deletion, as well as the large number walled garden, by asking a professional recreational mathematician who has worked in the field whether it's actually used, but I'm afraid he's got to go now. As for "This notation has allowed Bowers to name the largest finite number ever conceive of by man.": I could name a larger one by diagonalizing his current notation. So there :-P Also, there are a number of professional recreational mathematicians who would have referred to his work if it were notable. None have been named in the references. (I've contacted one, but he might be on vacation.) — Arthur Rubin | (talk) 18:59, 14 July 2006 (UTC)[reply]

Ah you see you could only create a bigger number by reference to a notation system which allowed you to do such. Without Bowers notation your stuck with the limited Conway notation. --Salix alba (talk) 19:13, 14 July 2006 (UTC)[reply]

Not really. I could diagonalize Conway's notation multiple times, and would probably catch up to Bowers. If you'll pay me (I am a professional mathematician, after all :) , I'll investigate. — Arthur Rubin | (talk) 19:18, 14 July 2006 (UTC)[reply]

Delete I do not believe Bowers meets the notability criteria. The array notation and large number names are neologisms, original research with no reliable sources. CMummert 19:30, 14 July 2006 (UTC)[reply]

Citations

A bit of digging using search term Jonathan Bowers polyhedra finds a host of links some of which include

Stella: Polyhedron Navigator now includes Bowers names.
Prof George Hart - Four Dimensional Polytopes credits Bowers and George Olshevski with cataloguing over 8000 ployclora. Hart's home page (Anyone who knows polyhedra knows of Hart)
Bridges Conference: Mathematical Connections in Art, Music, and Science Bowers presents a paper. Uniform Polychora, Year: 2000, Page Number: 239, Author(s): Jonathan Bowers [1]
Bowers credited with several names in a glosary of 4D shapes
Johnson presents work of the Polyclora project at a workshop on Convex and Abstract Polytopes
Although the introduction of the term polychoron is fairly recent, it seems now generally accepted, as there's no serious competition [2]

Delete the whole bowillion of them. Dlyons493 Talk 20:28, 14 July 2006 (UTC)[reply]

Comment: I've speedied the "large numbers" per precedent decision Wikipedia:Articles for deletion/Other names of large numbers and for my sanity. --Pjacobi 20:55, 14 July 2006 (UTC)[reply]
Delete. No OR, so [urveyors of OR don't get in either. -- GWO
- Comment What? I'm voting to delete the article too, but this test is ridiculous, unless you want to get rid of our article on Isaac Newton. —Caesura ^(t) 22:55, 14 July 2006 (UTC)[reply]

Comment Your comment shows a serious misunderstanding of original research, as opposed to established research/theories/naming conventions. There is wonderful original research going on all the time but only after a certain amount of peer review, general acceptence with the scientific community and wider impact does this sort of thing go in an encyclopedia.--Nick Y. 23:21, 14 July 2006 (UTC)[reply]

Comment "Original research" is (for Wikipedia purposes) research not documented by a reliable source. So, OK, I concede the point: Newton does not count as an OR purveyor because his research is (now) documented by a reliable source (maybe a couple ;) ). I still don't think "purveyors of OR don't get in" is a sensible position. If a purveyor of OR is verifiable and notable and meets our other policies and guidelines, who cares about whether any research he's done is documented by a reliable source? But I guess this is probably not what GWO meant (although I don't understand what he did mean), and I feel like I'm derailing this thread, so I'm going to shut up now. —Caesura ^(t) 00:09, 15 July 2006 (UTC)[reply]

Scientific/Mathematical OR means research unpublished in reputable scientific journals. Which describes Bowers work. For 17th century mathematicians, the criterion is relaxed a little. -- GWO

~~Delete all~~ unless a reliable source establishing notability can be found. Note lack of Google Book Search and Google Scholar results for quadragintillion, the name of the smallest number that Bowers has branded. —Caesura^(t) 22:55, 14 July 2006 (UTC)[reply]
- Undecided on bio page; delete everything else. I am reconsidering my position in light of all the changed votes. Can anyone present substantial, reliable evidence (preferably in a print, media, or academic source) of notability? I'm still not convinced that he is, say, more notable than the average college professor (per WP:BIO#Alternative tests). —Caesura ^(t) 14:40, 17 July 2006 (UTC)[reply]
Delete 4 dimensional uniform polyhedra is a made up thing. I am going to start writing articles on theoretical Cryptozoology and start classifying alien creatures that might exist in a parallel universe. --Xrblsnggt 00:25, 15 July 2006 (UTC)[reply]
- Comment That is not in good faith. It's a mathematical concept. Whether it's interesting (the equivalent of notable) is another question, and whether the analysis is verifiable by peer-reviewed (the equivalent of reliable) sources are still open. — Arthur Rubin | (talk) 01:05, 15 July 2006 (UTC)[reply]
  - Comment Just as the Moobrian Gutter Slug is a cryptozoological concept. I expect the same open-mindedness when I unveil my article on Fauna Of Dimension XIII. --Xrblsnggt 04:04, 15 July 2006 (UTC)[reply]
    - Comment. In mathematics, saying that something is a made up thing is meaningless. However, reliable sources are important. In cryptozoology, there are no reliable sources, so we have to make do with newspaper articles. — Arthur Rubin | (talk) 14:14, 15 July 2006 (UTC)[reply]
    - Comment. Everyone who studies regular four-dimensional figures will eventually find the same set; this suggests that they are more "real" than, say, the Ravenous Bugblatter Beast of Traal. —Tamfang 19:29, 15 July 2006 (UTC)[reply]
      - Nevertheless, Ravenous Bugblatter Beast of Traal has an article and 4 dimensional uniform polyhedra does not. --Xrblsnggt 22:35, 15 July 2006 (UTC)[reply]
        Partly because article titles are normally singular (polyhedron not polyhedra); partly because (pace Salicis supra) practically nobody calls the four-dimensional figures "polyhedra". The generic term for any number of dimensions is polytope; no specific term for four dimensions is as widely accepted as that, but polychoron seems to be the most popular. A polychoron's surface consists of polyhedra. —Tamfang 01:51, 16 July 2006 (UTC)[reply]
        
        I created a redirect. Couldn't resist. ;) —Caesura ^(t) 14:40, 17 July 2006 (UTC)[reply]
Delete - Bowers' works are fascinating, but not notable enough. --Ixfd64 03:05, 15 July 2006 (UTC)[reply]
Keep bio page, delete all the numbers pages - see WP:NOT Crystal Ball section, #2: individual items from a predetermined list or a systematic pattern of names. — RevRagnarok ^{Talk Contrib Reverts} 13:33, 15 July 2006 (UTC)[reply]
Keep - I gotta vote keep just to give the poor guy some RESPECT. It's not like Bowers' even cares to be "bio'd" on wikipedia. His work is more than respectable as far as I'm concerned, and I wish he WOULD come on over to Wiki and share some of his excellent polytope images! Seriously, I think nobody with ANY BRAIN would want a wikipedia article describing them, and editable by ANYONE! A bio is always FICTION, and pretty much offensive until you're dead! YUK! ;) Tom Ruen 04:38, 16 July 2006 (UTC)[reply]
Changed vote to Keep bio page, delete all the numbers pages, and watch the page like a hawk to see that it remains a stub until he's referenced in published papers. If [[polychoron}polychora]] are to remain, the principle investigators should also remain. — Arthur Rubin | (talk) 16:23, 16 July 2006 (UTC)[reply]
likewise change vote Keep bio page, delete all the numbers pages. --Salix alba (talk) 17:29, 16 July 2006 (UTC)[reply]
Keep bio, neutral on the number pages. Per above. Voortle 20:03, 16 July 2006 (UTC)[reply]
delete numbers, neutral as to bio —Tamfang 20:24, 16 July 2006 (UTC)[reply]
Keep bio; delete all others, including the numbers notation stuff. --Chan-Ho (Talk) 10:17, 17 July 2006 (UTC)[reply]