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/sci/ - Science & Math

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>> No.7360938 [View]
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7360938

Give me your top 3 brain-boosting foods/substances/activities.

>Caffeine
>Sudokus
>Alcohol (clear up anxiety before exam)

>> No.6144344 [View]
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6144344

5-cell > 8-cell

>> No.6051907 [View]
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6051907

Perhaps spacetime is shaped somewhat like this:
http://en.wikipedia.org/wiki/Clifford_torus..

Perhaps an event horizon is where the product of three values approaches the fourth, eg: x1*x2*y1=y2=1. One could give them 4 different names {θ,ϕ,i,c} and define the frame of reference (i) as:

lim(i>N)={(cos(θ),sin(θ),cos(ϕ),sin(ϕ)}|i<θ<(i,c),i<ϕ<(i,c))=R

where N is the set of natural numbers and R is the set of real numbers. Maybe e[K°/t2]=(m2/c)(m-m/c)/4.

>> No.6018561 [View]
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6018561

solution in 4-space: lim(1→n)=z/((x/y+(2*x*y)+y/x)/(w/z+(2*w*z)+z/w)+(2*(x/y+(2*x*y)+y/x)*(w/z+(2*w*z)+z/w))+y/(x/y+(2*x*y)+(w/z+(2*w*z)+z/w)/x))=e

where (n) is a floating point operator, (e) is the field potential of the universe at the frame of reference(lim(0→e)=1), and (j) is the wavelength of hydrogen-1, defined as 1/n. The series for the rest of the elements follow lim(j→z)=2*j^2+2=n. Now, it's only a floating point operator because when we measure the universe we have to quantify that measurement with reference to (x,y,z,j), and our measurement moves out of one of the 9 imaginary points where (x*y*z*j)=undefined within hyperspace.

we are either one observer throughout all of time, or up to 9 for any quantified point in time, or one quantum observation in 10-d space, or a quantum computer solving the 9-body problem in any-dimensional space.

>> No.5725470 [View]
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5725470

IMO thread? IMO thread.

I'm participating in the international math olypiad this year. What should I expect, /sci/? I bet some of you are former participants and have experiences or opinions or tips and tricks to share.

>> No.5081640 [View]
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5081640

A hyper dimensional object is an extension of tradition geometries. The same way a 3D cube has 2D faces a 4D cube has 3D faces. This goes for any dimension where the faces dimension is equal to n-1 and the dimension the object is in equals n.

For nD Eulers formulas go here: http://www.math.osu.edu/~fiedorowicz.1/math655/HyperEuler.html

For a 4D Rubiks cube go here:
http://www.superliminal.com/cube/cube.htm

>> No.5017981 [View]
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5017981

Programming gentlemen, does computers have to work binary? What I'm asking is if there's any way of building a computer/writing code that transmits information as a continual stream?

I'm really curious

>> No.4542822 [View]
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4542822

Shameless self bump

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