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David Lampert

I'm trying to think but nothing happens

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  • Member for 3 years, 5 months
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  • Last seen Feb 15 at 15:31

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6 There are infinitely prime numbers $p$, st $P(x)+p$ is irreducible over $\mathbb{Z}[x]$ Mar 18 '18
5 Transformation which takes Fermat curve $x^n+y^n=1$ to a hyperelliptic curve? Jan 1 '20
3 Flatness over a regular local ring of dimension $1$ Nov 6 '17
2 Proof that any $x\in S_n$ can be written as a product of $2$ permutations of order $2$. Sep 25 '17
1 Finiteness of support of a module as $S$- and $R$- module Nov 27 '20
1 Intersection of closed sub schemes Jan 6 '20
0 A question on totally splitting prime ideals Jun 15 '20
0 $\omega$ a $p$th root of unity then $\prod_{k=0}^{p-1}P(\omega^k)$ is an integer Oct 24 '17

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