Posted: Submitted by cj on 6 June 2007 - 7:24pm. |
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Joined: 2006-10-10
Posts: 519 |
A casual list of all the awesome sounding names in mathematics. Gogogogogogo (P.S. give a brief explanation, or a link to wikipedia. Also, cool topics with mundane names are frowned upon). A couple to start: Kurtosis (http://en.wikipedia.org/wiki/Kurtosis) Oh yeah, the actual thing it describes doesn't have to be interesting in any way. |
Posted: 6 June 2007 - 7:58pm |
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Joined: 2006-11-02
Posts: 1017 |
Calabi-Yau Manifold I'll post more when they occur to me, I can't be asked to actively remember them but I had a list of some. |
Posted: 6 June 2007 - 8:57pm |
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Joined: 2006-10-10
Posts: 519 |
Leviathan number - http://en.wikipedia.org/wiki/Leviathan_number |
Posted: 7 June 2007 - 2:48am |
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Joined: 2006-10-01
Posts: 427 |
WOW. Follow the link from leviathan number on wiki (the one to mathworld), and you get some really weird things... People, it would seem, have a lot of time on their hands {he said after looking up random maths terms at 3 in the morning}... apparently the golden ratio = sin(666o)+ cos(6×6x6o). Hmmm.... My favourite link (I followed them for a while!) is to the "monster group"- a set of rotations in 196883-dimensional space. Why...? |
Posted: 7 June 2007 - 9:21am |
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Joined: 2006-11-02
Posts: 1017 |
Yes, the monster group was on my list! :p Edit: Damn it my exam starts in 10 mins, what am I doing home?... Edit 2: Hmm. It's in fact |
Posted: 14 June 2007 - 12:39pm |
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Joined: 2006-11-04
Posts: 53 |
I stumbled across this revising for Thermal Phys: |
Posted: 8 May 2008 - 2:19pm |
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Joined: 2007-10-03
Posts: 382 |
It's not really a cool term, but I find that "banachable vector space" sounds quite odd. |
Posted: 9 May 2008 - 2:58pm |
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Joined: 2007-10-17
Posts: 109 |
You reckon Monster Group is a wacky name? Apparently two of the other sporadic groups are called the Held Group and the Tits Group. The monster group also gives its name to something called the Monstrous Moonshine conjecture. Speaking of sporadic groups, I gather several of them can be found using something called the Leech Lattice. No idea what that is, so I ought to give a link if I knew how. But I think it solves the kissing problem in 24 dimensions. Or something like that. |
Posted: 13 May 2008 - 11:27am |
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Joined: 2007-03-03
Posts: 129 |
Apparently, the existence of the Monster was hard to prove (much like various other monsters). |
Posted: 13 May 2008 - 10:22pm |
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Joined: 2006-11-02
Posts: 1017 |
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Posted: 13 May 2008 - 10:26pm |
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Joined: 2007-10-01
Posts: 170 |
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Posted: 14 May 2008 - 12:24am |
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Joined: 2006-10-01
Posts: 427 |
Last 4 posts = forum posts of the week. Deffo. |
Posted: 14 May 2008 - 1:22am |
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Joined: 2007-10-03
Posts: 382 |
Ok, I'll do that whenever I'm at the maths block then :p |
Posted: 23 May 2008 - 3:09am |
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Joined: 2006-10-18
Posts: 26 |
6×6x6=216 |
Posted: 23 May 2008 - 3:24am |
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Joined: 2006-11-02
Posts: 1017 |
Indeed, but you're one year late. :D |
Posted: 23 May 2008 - 3:28am |
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Joined: 2006-10-18
Posts: 26 |
yeah, I dont read the times for each post - i just read the one for the last post and assume that each thread has no particularly large gaps |
Posted: 23 May 2008 - 3:29am |
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Joined: 2006-11-02
Posts: 1017 |
Which is right for all threads not massively bumped by Sam. :p |
Posted: 23 May 2008 - 3:38am |
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Joined: 2006-10-18
Posts: 26 |
thread necromancy ftl although tbh Sam didn't have the chance to post in this thread when it started, so I'll let him off |
Posted: 28 May 2008 - 11:32am |
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Joined: 2007-10-17
Posts: 109 |
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Posted: 6 June 2008 - 5:55pm |
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Joined: 2007-10-03
Posts: 382 |
I've got a new one : Symplectomorphism |
Posted: 8 June 2008 - 12:45pm |
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Joined: 2007-10-17
Posts: 109 |
Blimey Sam, you ought to have wished this forum thread a happy birthday. |
Posted: 9 June 2008 - 8:02pm |
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Joined: 2007-10-17
Posts: 109 |
I've come across one which might be unbeatable: Nice name. |
Posted: 18 June 2008 - 8:03am |
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Joined: 2007-10-03
Posts: 382 |
Something I just read, not really a term but possibly the best sounding theorem : (Poor thing.) |