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/sci/ - Science & Math

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>> No.10154816 [View]
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10154816

>>10154644
a physics author called me nigger once.

>> No.10133057 [View]
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10133057

Mathematicians believe this is a legit way of proving theorems.

>> No.10115956 [View]
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10115956

>>10115886
>condensed matter, which has as much (if not more, due to the exotic topologies afforded by the presence of quasiparticles and defects) mathematical richness than high-energy physics

LOL

>> No.10113902 [View]
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10113902

>>10113814
>your notation uses commas in subscripts where no partial derivatives are implied

confirmed for not knowing gr, sugra, et al brainlet tier.

>> No.10083494 [View]
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10083494

it's hep phenomenology from the 90's. What did you expect?

>> No.10076830 [View]
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10076830

>im jewish
>im jewish
>im jewish
>im jewish

nice thread.

>> No.10063555 [View]
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10063555

What is the most difficult degree?
I'd say physics.
Because it's heavy on mathematics and you don't really know what you are doing neither the mathematics you are using.

>> No.10047747 [View]
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10047747

>>10047685
He's not wrong.
It's like learning a language when you're a child, you do it effortlessly.
Very easy compared to adulthood.

Absolute pitch cannot be acquire after you're ten or something.
The critical period is closed and your neurons are pruned forever.
People who were proficient in mathematics from an early age have a brain structured specifically for mathematics.

>> No.10018085 [View]
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10018085

>>10017283
>>10017421
>>10018058
this is a blue board you fucking gaylords.

>> No.9996852 [View]
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9996852

it is pretty clear why this might be the case: the sisters offspring are children the man can be absolutely certain he is related to.

>> No.9905274 [View]
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9905274

>>9905166

>indefinite gaussian

>> No.9881175 [View]
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9881175

he came up with a novel solution to einstein's equations, it's not particularly physically significant, but it's not nothing.

>> No.9812542 [View]
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9812542

>>9812321

>Now, the last part: <v| is just the transpose of |v>

>> No.9807730 [View]
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>>9807589

it's not a matrix, clearly, the spectrum is uncountably infinite.

>> No.9449642 [View]
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9449642

but it is a very hard theory to follow and at the same time we've done it a bit more extremely than we've ever done it in the past.... It's topologically designed to be that way, and you can't undo that, but we can diminish the effects of it... we may have gone too far in a few places.

- Edward Witten on M-Theory, March 15 1995 (@strings '95)

>> No.9444050 [View]
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9444050

>>9443971

look, any proof of any of the outstanding millenium prize problems is going to involve Interuniversal teichmuller theory, post anabelian froeboid geometry and vector calculus. You should learn these first.

>> No.9257518 [View]
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9257518

how do I find riemann normal coordinates around an arbitrary event?

>> No.9173988 [View]
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9173988

>pi is infinite

>> No.9167459 [View]
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9167459

space is countable

>> No.9161874 [View]
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9161874

>compress a mass to a radius

>> No.9153899 [View]
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9153899

>>9153894

I have not been entirely correct with the placement of the lower indices on the christoffel symbols, however since spacetime is torsionless and the christoffel symbols are thusly symmetric in their lower indices it is a moot point.

>> No.9114025 [View]
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9114025

>>9113993

>double vector

>> No.9089640 [View]
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9089640

>>9089581
*pulls your strings*

>> No.9059180 [View]
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9059180

Why write vector fields on manifolds as
directional differential operators? Sure, you can do it, its an obvious isomorphism, but why not say that a vector field is just a map from the manifold to the tangent bundle where the image of every point is an element of the corresponding tangent space. That seems more natural, I dunno, I think differential geometry has crunched my brain.

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