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Simon Parker's user avatar
Simon Parker's user avatar
Simon Parker's user avatar
Simon Parker
  • Member for 5 years, 8 months
  • Last seen more than 2 years ago
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1,363
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7k
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answers
22
questions
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Score
13
Posts
59
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0
Score
12
Posts
55
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0
Score
10
Posts
45
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0
Score
4
Posts
18
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0
Score
3
Posts
14
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Score
3
Posts
14
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Top posts
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All Questions Answers
Score Newest
question
10
Is there a Kähler manifold with no anti-holomophic involution?
Dec 16, 2019
question
10
Hartogs' theorem for real-analytic subvarieties
Apr 6, 2021
question
9
Can semisimple orbits be written $\exp(\mathfrak{g})\cdot x$?
Jan 10, 2019
question
8
Is $\mathbb{C}^n$ rigid?
Feb 23, 2020
question
7
Normal coordinates for isotropic submanifolds
Jan 9, 2019
question
7
Integral of top forms in terms of Čech representative
Apr 24, 2019
question
7
GIT and singularities
Aug 28, 2020
question
6
Restriction of holomorphic functions on $G$-invariant subspace
Jul 30, 2020
question
6
Every half-dimensional subspace of a symplectic vector space has a Lagrangian complement
May 8, 2021
question
6
Superconnected spaces
Aug 22, 2021
Top network posts
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204
Are $14$ and $21$ the only "interesting" numbers?
65
Closed form solution for $\sum_{n=1}^\infty\frac{1}{1+\frac{n^2}{1+\frac{1}{\stackrel{\ddots}{1+\frac{1}{1+n^2}}}}}$.
47
If $f(x)=x^2-x-1$ and $f^n(x)=f(f(\cdots f(x)\cdots))$, find all $x$ for which $f^{3n}(x)$ converges.
26
Giving a talk on a different topic than what we discussed
25
Primes $p_i$ such that $\sin(\frac{\pi}{n})\sin(\frac{p_1\pi}{n})\cdots\sin(\frac{p_k\pi}{n})$ is rational

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