Mathematics
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whitenoise
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All Questions Answers
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question
4
Let $\omega_n=e^{2\pi i/n}$. Prove $1+\omega_n+\omega^2_n+\cdots+\omega^{n-1}_n=0.$
Feb 10, 2020
answer
4
Prove $e^{z+w}=e^ze^w$ using the Taylor expansion for $ e^z.$
Feb 11, 2020
question
3
Interpreting the solution to the wave equation on $(0,\infty)$
Jul 2, 2020
question
3
Green's Theorem Concepts: Circulation in R2
Jul 23, 2021
question
2
Interpreting the solution of the heat equation on the whole line
Jul 10, 2020
question
2
Is an infinitesimally small portion of a surface essentially a 2-D area? (Surface Integrals)
Jun 11, 2020
question
2
Fourier transform and inverse Fourier transform.
Feb 16, 2020
question
1
Prove $e^{z+w}=e^ze^w$ using the Taylor expansion for $ e^z.$ [closed]
Feb 11, 2020
question
1
limit of a sequence (Using definition)
Feb 5, 2020
question
1
When is term-by-term differentiation/integration of Fourier series permissible?
Mar 3, 2020

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