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>> No.10556353 [View]
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10556353

>>10556102
>something that plots a function of time
>Fourier transform

>> No.9321810 [View]
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9321810

>>9321795
It's ok anon I forgive you.
>>9321802
Except that it does in the context of singular homology. The degree-reducing boundary map from the Mayer-Vietoris maps [math]\alpha\in\mathbb{Z}[/math] to [math](\alpha,\alpha)\in\mathbb{Z}^2[/math].

>> No.9307600 [View]
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9307600

>>9307588
[math]f_n(0) \rightarrow 0[/math] while [math]f_n(x) \rightarrow 1[/math] for any [math]x \neq 0[/math], so no, the sequence isn't uniformly continuous at 0.

>> No.9234770 [View]
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9234770

>>9234759
[math]\tan \theta = \frac{5}{12} \iff \cos \theta =
\frac{12}{\sqrt{5^2+12^2}}[/math]

>> No.9202806 [View]
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9202806

>>9200357
>first QM text
>path integrals

>> No.7322133 [View]
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7322133

>>7322103
>Doesn't know that the indices doesn't have to run <t,x,y,z>
>Doesn't know that a continuous change of coordinates can always be done with the introduction of a Jacobian
>Doesn't know that indices representations allow straightforward generalization of operations to higher dimensions
>Doesn't know that the nabla operator notates something else completely in theoretical physics
>Doesn't know that vector notations are clumsy
Show yourself out.

>> No.7312563 [View]
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7312563

>>7312238
>not even a physics major
>taken a couple of chem courses
Very understandable. It's the easiest out of all the physics texts I know.

>> No.7288995 [View]
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7288995

>Working on the most problematic area of QFT
>Most likely unwilling to help me with constructive QFT
No.

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