Mathematics
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user975628
  • Member for 1 year, 5 months
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All Questions Answers
Score Newest
question
3
Finding functions $g$ such that the Fourier transform of $g(x+c)g(x)$ does not vanish
Oct 3, 2021
question
2
Can $\sum_{k=0}^n p_k g^{(k)}$ be zero when $g \neq 0$ and the $p_k$'s are polynomials?
Feb 21
question
0
Properties of $a(t) = g(\log(t+1))$ with $g : [0,\infty) \to \mathbb R$ a strictly increasing and convex [closed]
Mar 19
question
0
$ \frac{1}{t_n} \int_0^{t_n} e^{2 \pi i h f(x)} \, dx \to 0$ if $ \frac{1}{n} \int_0^n e^{2 \pi i h f(x)} \, dx \to 0 $
Mar 20
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Vanishing periodizations $\sum_{k \in \mathbb Z} f(t+ak)$ of a function $f$ for different values of $a$ implies $f=0$?

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