S. Orevkov

most citedParametric equations of plane sextic curves with a maximal set of double points

3 citations · 3 across the 1 of their papers we have counts for

collaborators

2 papers

math.AG2026★ 3 cited

Parametric equations of plane sextic curves with a maximal set of double points

Stean Yu. Orevkov

We give explicit parametric equations for all irreducible plane projective sextic curves which have at most double points and whose total Milnor number is maximal (is equal to 19).…

math.AG2025

On mutual arrangements of a plane real curve relative to an $M$ -quartic with an oval-snake

S. Yu. Orevkov, N. D. Puchkova

An oval $O$ of a plane real algebraic quartic curve $S$ is called a snake coiling around a real curve $C_{k}$ of degree $k$ if $O \cup R C_{k}$ is isotopic to $O'\cup\mathbb{R}C_…

Parametric equations of plane sextic curves with a maximal set of double points

On mutual arrangements of a plane real curve relative to an M-quartic with an oval-snake

On mutual arrangements of a plane real curve relative to an $M$ -quartic with an oval-snake