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Dimitri Koshelev's user avatar
Dimitri Koshelev's user avatar
Dimitri Koshelev's user avatar
Dimitri Koshelev
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Top posts
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question
7
A constructive proof of the theorem of the cube
May 7, 2022
question
7
Is there a purely inseparable covering $\mathbb{A}^2 \to K$ of a Kummer surface $K$ over $\mathbb{F}_{p^2}$?
Apr 29, 2018
question
6
Is there a finite number of supersingular genus 2 curves?
Aug 31, 2017
question
5
Is there a covering of Prym variety?
Jan 16, 2016
question
5
Is a Kummer surface over an finite field $\mathbb{F}_q$ supersingular iff $\mathbb{F}_q$-unirational?
Jun 2, 2016
question
5
Finding an $\mathbb{F}_q$-point on one specific intersection of quadrics
Apr 3, 2023
question
5
Is there a non-split algebraic torus (over a finite field) satisfying the following properties?
Feb 21, 2022
question
5
Do you know explicit examples of superelliptic curves $y^{\ell} = g(x)$ (for some prime $\ell > 3$) covering some elliptic curves?
Oct 16, 2021
question
5
Is there a way to find any non-trivial $\mathbb{F}_p(t)$-point on the given elliptic curve?
Jul 25, 2019
question
4
Matrix description for automorphisms of genus $2$ curve split into two copies of an elliptic curve
Apr 7, 2023
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6
Will a semi-hyperelliptic pairing be used in real-world cryptography if it is faster than state-of-the-art elliptic pairings?
5
For $c\in\mathbb{F}_p^*$, the cubic $t^3-3ct^2-3t+c$ has exactly one root $r\in\mathbb{F}_p$. Express $r$ in terms of $c$ without cubic roots.