A Certain Gaussian Surface

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Re: A Certain Gaussian Surface

Post by cleanupcrew » Mon Jan 05, 2015 10:51 pm

stubby wrote:
Colette wrote:Consider the Riemann-Zeta function ζ(s) = ∑1/(n^s) from n=1 to ∞ which converges for Re(s)>1 for s∈ℂ. Then...
Wait, I remember this one. Did you post it here before, or am I just remembering it from BW2001?
I don't recall where this would show up in BW2001...if you'd like to turn this into an arms race, I'd be more than happy to start statting Trattorian units with nonelementary integrals that take d6 rolls as bounds.

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Re: A Certain Gaussian Surface

Post by loafofcheese » Tue Jan 06, 2015 7:57 am

Colette wrote:
stubby wrote:
Colette wrote:Consider the Riemann-Zeta function ζ(s) = ∑1/(n^s) from n=1 to ∞ which converges for Re(s)>1 for s∈ℂ. Then...
Wait, I remember this one. Did you post it here before, or am I just remembering it from BW2001?
I don't recall where this would show up in BW2001...if you'd like to turn this into an arms race, I'd be more than happy to start statting Trattorian units with nonelementary integrals that take d6 rolls as bounds.
That looks like math for math's sake.
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Re: A Certain Gaussian Surface

Post by Zahru II » Tue Jan 06, 2015 8:53 am

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Re: A Certain Gaussian Surface

Post by stubby » Tue Jan 06, 2015 9:49 am

Colette wrote:I don't recall where this would show up in BW2001...if you'd like to turn this into an arms race, I'd be more than happy to start statting Trattorian units with nonelementary integrals that take d6 rolls as bounds.
The BW2001 thing was a joke. (Although don't get me started about Wayne McCaul's infinitely recursing fractal microturns.) But I really do remember seeing this before. Maybe it was http://www.smithsonianmag.com/smart-new ... 59/?no-ist
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Re: A Certain Gaussian Surface

Post by cleanupcrew » Wed Jan 07, 2015 10:00 pm

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???: Maybe you can do so yourself.

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Colette: Help will not be forthcoming.
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Re: A Certain Gaussian Surface

Post by piltogg » Thu Jan 08, 2015 2:23 am

Can I just ask how you know all of the various calculus/physics crap that you know? Aren't you like.. 15? So in early highschool?

I mean.. I'm in like my third year of a college mechanical engineering program, and I don't even understand like half of the stuff referenced in this soap beyond simple name recognition.

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Re: A Certain Gaussian Surface

Post by stubby » Thu Jan 08, 2015 10:58 am

That's the difference between applied and theoretical science. If you were a physics major you'd have learned this stuff.
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Re: A Certain Gaussian Surface

Post by cleanupcrew » Thu Jan 08, 2015 11:15 am

piltogg wrote:Can I just ask how you know all of the various calculus/physics crap that you know? Aren't you like.. 15? So in early highschool?

I mean.. I'm in like my third year of a college mechanical engineering program, and I don't even understand like half of the stuff referenced in this soap beyond simple name recognition.
Yes, I'm 15. I'm a senior in high school (skipped two years) taking Complex Analysis and then Differential Equations next semester. I took Multivar Calculus/Linear Algebra and AP Physics last year. I also tend to waste a lot of time reading the math and physics sections of wikipedia, and my math teacher goes on long sidetracks about various topics beyond the scope of the class (Fresnel integrals, the totally antisymmetric tensor of rank three, Riemann-Zeta function, applications of Cauchy principal value to subatomic particle physics, etc.).

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Re: A Certain Gaussian Surface

Post by Silent-sigfig » Thu Jan 08, 2015 1:51 pm

real talk tho did you buy that beluga for this purpose?
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Re: A Certain Gaussian Surface

Post by Vami IV » Thu Jan 08, 2015 7:06 pm

Colette wrote:
piltogg wrote:Can I just ask how you know all of the various calculus/physics crap that you know? Aren't you like.. 15? So in early highschool?

I mean.. I'm in like my third year of a college mechanical engineering program, and I don't even understand like half of the stuff referenced in this soap beyond simple name recognition.
Yes, I'm 15. I'm a senior in high school (skipped two years) taking Complex Analysis and then Differential Equations next semester. I took Multivar Calculus/Linear Algebra and AP Physics last year. I also tend to waste a lot of time reading the math and physics sections of wikipedia, and my math teacher goes on long sidetracks about various topics beyond the scope of the class (Fresnel integrals, the totally antisymmetric tensor of rank three, Riemann-Zeta function, applications of Cauchy principal value to subatomic particle physics, etc.).
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Re: A Certain Gaussian Surface

Post by Zupponn » Thu Jan 08, 2015 11:28 pm

And to think that I scored a 30 on my ACT...
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Re: A Certain Gaussian Surface

Post by stubby » Fri Jan 09, 2015 4:56 pm

Vami IV wrote:
Colette wrote:Yes, I'm 15. I'm a senior in high school (skipped two years) taking Complex Analysis and then Differential Equations next semester. I took Multivar Calculus/Linear Algebra and AP Physics last year. I also tend to waste a lot of time reading the math and physics sections of wikipedia, and my math teacher goes on long sidetracks about various topics beyond the scope of the class (Fresnel integrals, the totally antisymmetric tensor of rank three, Riemann-Zeta function, applications of Cauchy principal value to subatomic particle physics, etc.).
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Meh. I took all that stuff at that age too, it's not that uncommon.

Although I stopped mathing around so much a couple years later when I realized that just because you're good at something doesn't mean you're obligated to keep doing it. So Colette will beat me sooner or later.
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Re: A Certain Gaussian Surface

Post by Vami IV » Fri Jan 09, 2015 5:39 pm

stubby wrote:Although I stopped mathing around so much a couple years later when I realized that just because you're good at something doesn't mean you're obligated to keep doing it.
:wtc:
Why stop if you're good at something? Was there an ulterior motive?

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Re: A Certain Gaussian Surface

Post by loafofcheese » Fri Jan 09, 2015 9:12 pm

Vami IV wrote:
stubby wrote:Although I stopped mathing around so much a couple years later when I realized that just because you're good at something doesn't mean you're obligated to keep doing it.
:wtc:
Why stop if you're good at something? Was there an ulterior motive?
Quit so you can get head.
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Re: A Certain Gaussian Surface

Post by devincp » Fri Jan 09, 2015 10:06 pm

Just because you are good at something does not mean you enjoy it, or that you want to pursue something that brings you even more fulfillment.
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