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Ask and answer stupid questions here! - Page 247

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corumjhaelen
Profile Blog Joined October 2009
France6884 Posts
May 09 2015 11:46 GMT
#4921
Mine
‎numquam se plus agere quam nihil cum ageret, numquam minus solum esse quam cum solus esset
helpman170
Profile Blog Joined May 2015
34 Posts
May 09 2015 12:04 GMT
#4922
On May 09 2015 20:46 corumjhaelen wrote:
Mine
What field of science did you invent?
OtherWorld
Profile Blog Joined October 2013
France17333 Posts
May 09 2015 12:12 GMT
#4923
On May 09 2015 20:40 helpman170 wrote:
What is the most difficult area of science?

Vexillology
Used Sigs - New Sigs - Cheap Sigs - Buy the Best Cheap Sig near You at www.cheapsigforsale.com
farvacola
Profile Blog Joined January 2011
United States18854 Posts
May 09 2015 12:14 GMT
#4924
Nah, more like rechercheology
"when the Dead Kennedys found out they had skinhead fans, they literally wrote a song titled 'Nazi Punks Fuck Off'"
corumjhaelen
Profile Blog Joined October 2009
France6884 Posts
Last Edited: 2015-05-09 12:17:04
May 09 2015 12:16 GMT
#4925
On May 09 2015 21:04 helpman170 wrote:
Show nested quote +
On May 09 2015 20:46 corumjhaelen wrote:
Mine
What field of science did you invent?

Analytic and Algebraic Topology of Locally Euclidean Metrization of Infinitely Differentiable Riemannian Manifold
‎numquam se plus agere quam nihil cum ageret, numquam minus solum esse quam cum solus esset
Cascade
Profile Blog Joined March 2006
Australia5405 Posts
May 09 2015 14:16 GMT
#4926
On May 09 2015 20:40 helpman170 wrote:
What is the most difficult area of science?

Social sciences, of course.

So hard indeed, that no one manages to study it properly.
Cascade
Profile Blog Joined March 2006
Australia5405 Posts
Last Edited: 2015-05-09 14:20:43
May 09 2015 14:17 GMT
#4927
On May 09 2015 21:16 corumjhaelen wrote:
Show nested quote +
On May 09 2015 21:04 helpman170 wrote:
On May 09 2015 20:46 corumjhaelen wrote:
Mine
What field of science did you invent?

Analytic and Algebraic Topology of Locally Euclidean Metrization of Infinitely Differentiable Riemannian Manifold

Coincidentally, that's a special case of a course on topology I took. although I'm not sure all the words makes sense. Too drunk. Soooo many folds!! :o
helpman170
Profile Blog Joined May 2015
34 Posts
Last Edited: 2015-05-09 14:46:29
May 09 2015 14:45 GMT
#4928
If you want to impress a mathematician at a party, tell him you work on the Langlands program in your sparetime.
Cascade
Profile Blog Joined March 2006
Australia5405 Posts
Last Edited: 2015-05-09 14:57:12
May 09 2015 14:54 GMT
#4929
On May 09 2015 23:45 helpman170 wrote:
If you want to impress a mathematician at a party, tell him you work on the Langlands program in your sparetime.

And then he will ask you follow up questions, and then you better have answers, or you will very soon look very silly.

Me and a friend actually ran into impostor mathematicians a couple of times at a university bar. Claimed they were highly educated, but then when we asked them more, it turned out that didn't know anything above maths 101 or so. No idea why anyone would pull out something like that... Surely there must be better lies to come up with if you want to impress?

I mean, most non-mathematicians won't be that impressed (right?), and mathematicians will reveal you. Lose-lose situation IMO.
helpman170
Profile Blog Joined May 2015
34 Posts
Last Edited: 2015-05-09 15:34:17
May 09 2015 15:01 GMT
#4930
On May 09 2015 23:54 Cascade wrote:
Show nested quote +
On May 09 2015 23:45 helpman170 wrote:
If you want to impress a mathematician at a party, tell him you work on the Langlands program in your sparetime.

And then he will ask you follow up questions, and then you better have answers, or you will very soon look very silly.

Me and a friend actually ran into impostor mathematicians a couple of times at a university bar. Claimed they were highly educated, but then when we asked them more, it turned out that didn't know anything above maths 101 or so. No idea why anyone would pull out something like that... Surely there must be better lies to come up with if you want to impress?

I mean, most non-mathematicians won't be that impressed (right?), and mathematicians will reveal you. Lose-lose situation IMO.

You could claim that you have invented your own mathematical language to solve the problems and proceed to use this unintelligible language if questions are asked, but yeah it's a slippery slope...

Also, the point of the Langlands program is that almost no mathematicians understand it. The average university professor would have to spend years to fully understand the Langlands program.
OtherWorld
Profile Blog Joined October 2013
France17333 Posts
May 09 2015 15:04 GMT
#4931
I guess it's easier to pretend to be a mathematician than to be, say, an athlete or actor.
Used Sigs - New Sigs - Cheap Sigs - Buy the Best Cheap Sig near You at www.cheapsigforsale.com
whatisthisasheep
Profile Joined April 2015
624 Posts
May 09 2015 15:19 GMT
#4932
Is psychology nothing more than lazy anthropogy?
Please help me get in contact with the Pats organization because I'd love to personally deflate Tom's balls.
GreenHorizons
Profile Blog Joined April 2011
United States23656 Posts
Last Edited: 2015-05-09 15:21:54
May 09 2015 15:21 GMT
#4933
On May 10 2015 00:01 helpman170 wrote:
Show nested quote +
On May 09 2015 23:54 Cascade wrote:
On May 09 2015 23:45 helpman170 wrote:
If you want to impress a mathematician at a party, tell him you work on the Langlands program in your sparetime.

And then he will ask you follow up questions, and then you better have answers, or you will very soon look very silly.

Me and a friend actually ran into impostor mathematicians a couple of times at a university bar. Claimed they were highly educated, but then when we asked them more, it turned out that didn't know anything above maths 101 or so. No idea why anyone would pull out something like that... Surely there must be better lies to come up with if you want to impress?

I mean, most non-mathematicians won't be that impressed (right?), and mathematicians will reveal you. Lose-lose situation IMO.

You could claim that you have invented your own mathematical language to solve the problems and proceed to use this unintelligible language if questions are asked, but yeah it's a slippery slope...


The key is just to make sure there is a non-mathematician also in the conversation. Say something basic but mind blowing to them then you can walk away with your swag and pride. And the mathematician is left to either try to explain why what you said was not profound (borrrrrriiinnnggg) or just accept that you know little to nothing about math and yet you're still cooler than he or she is using math.
"People like to look at history and think 'If that was me back then, I would have...' We're living through history, and the truth is, whatever you are doing now is probably what you would have done then" "Scratch a Liberal..."
farvacola
Profile Blog Joined January 2011
United States18854 Posts
May 09 2015 15:26 GMT
#4934
On May 10 2015 00:19 whatisthisasheep wrote:
Is psychology nothing more than lazy anthropogy?

Calling psychology lazy anthropology is lazier.
"when the Dead Kennedys found out they had skinhead fans, they literally wrote a song titled 'Nazi Punks Fuck Off'"
Epishade
Profile Blog Joined November 2011
United States2267 Posts
May 09 2015 16:35 GMT
#4935
On May 09 2015 21:16 corumjhaelen wrote:
Show nested quote +
On May 09 2015 21:04 helpman170 wrote:
On May 09 2015 20:46 corumjhaelen wrote:
Mine
What field of science did you invent?

Analytic and Algebraic Topology of Locally Euclidean Metrization of Infinitely Differentiable Riemannian Manifold

Sounds complicated. You might want to publish this so nobody plagiarizes it.
Pinhead Larry in the streets, Dirty Dan in the sheets.
OtherWorld
Profile Blog Joined October 2013
France17333 Posts
May 09 2015 16:46 GMT
#4936
On May 10 2015 00:19 whatisthisasheep wrote:
Is psychology nothing more than lazy anthropogy?

Why would it be
Used Sigs - New Sigs - Cheap Sigs - Buy the Best Cheap Sig near You at www.cheapsigforsale.com
corumjhaelen
Profile Blog Joined October 2009
France6884 Posts
May 09 2015 17:41 GMT
#4937
On May 10 2015 01:35 Epishade wrote:
Show nested quote +
On May 09 2015 21:16 corumjhaelen wrote:
On May 09 2015 21:04 helpman170 wrote:
On May 09 2015 20:46 corumjhaelen wrote:
Mine
What field of science did you invent?

Analytic and Algebraic Topology of Locally Euclidean Metrization of Infinitely Differentiable Riemannian Manifold

Sounds complicated. You might want to publish this so nobody plagiarizes it.

Well, I have a friend in Minsk, who has a friend in Pinsk...
‎numquam se plus agere quam nihil cum ageret, numquam minus solum esse quam cum solus esset
puerk
Profile Joined February 2015
Germany855 Posts
Last Edited: 2015-05-09 17:56:57
May 09 2015 17:56 GMT
#4938
On May 09 2015 21:16 corumjhaelen wrote:
Show nested quote +
On May 09 2015 21:04 helpman170 wrote:
On May 09 2015 20:46 corumjhaelen wrote:
Mine
What field of science did you invent?

Analytic and Algebraic Topology of Locally Euclidean Metrization of Infinitely Differentiable Riemannian Manifold

why would you say that? smooth is always the easy stuff where nothing interesting happens..

and furthermore riemannian is also just the easiest special case of general pseudo riemannian geometry...

for instance smooth lorentzian manifolds are conformally flat around the zeros of twistors
but there is an explicit example in the nonsmooth case (to be more precise C^1) where there exists a twistor with a zero whose neighbourhood is not conformally flat, meaning there is an arbitrary cutoff somewhere between C^1 and C^\infty where conformal flatness around zeros of twistors becomes inevetible

http://arxiv.org/pdf/math/0602622.pdf
convention
Profile Joined October 2011
United States622 Posts
May 09 2015 22:00 GMT
#4939
On May 10 2015 02:56 puerk wrote:
Show nested quote +
On May 09 2015 21:16 corumjhaelen wrote:
On May 09 2015 21:04 helpman170 wrote:
On May 09 2015 20:46 corumjhaelen wrote:
Mine
What field of science did you invent?

Analytic and Algebraic Topology of Locally Euclidean Metrization of Infinitely Differentiable Riemannian Manifold

why would you say that? smooth is always the easy stuff where nothing interesting happens..

and furthermore riemannian is also just the easiest special case of general pseudo riemannian geometry...

for instance smooth lorentzian manifolds are conformally flat around the zeros of twistors
but there is an explicit example in the nonsmooth case (to be more precise C^1) where there exists a twistor with a zero whose neighbourhood is not conformally flat, meaning there is an arbitrary cutoff somewhere between C^1 and C^\infty where conformal flatness around zeros of twistors becomes inevetible

http://arxiv.org/pdf/math/0602622.pdf

Hmm, author is from germany, you're from germany. Is it you? This would be like the first time ever someone claiming to know something about a topic on an internet forum actually posts proof of his knowledge.
TMG26
Profile Joined July 2012
Portugal2017 Posts
May 09 2015 23:07 GMT
#4940
On May 09 2015 20:40 helpman170 wrote:
What is the most difficult area of science?

The need to constantly publish stuff.
Supporter of the situational Blink Dagger on Storm.
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