Sergey Shadrin

most citedTheta classes: generalized topological recursion, integrability and

W

-constraints

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

collaborators

3 papers

math.AT2025

Operads of moduli spaces of points in $C^{d}$ revisited

Vladimir Dotsenko, Eduardo Hoefel, Sergey Shadrin +1

We study the operad structure on the homology of moduli spaces of pointed rooted trees of $d$ -dimensional projective spaces, introduced by Chen, Gibney and Krashen a couple of deca…

math.AG2025★ 1 cited

Theta classes: generalized topological recursion, integrability and $W$ -constraints

Vincent Bouchard, Nitin K. Chidambaram, Alessandro Giacchetto +1

We study the intersection theory of the $Θ^{r, s}$ -classes, where $r \geq 2$ and $1 \leq s \leq r - 1$ , which are cohomological field theories obtained as the top degrees of Chiodo clas…

math.AG2024

Rooted trees with level structures, $Ω$ -classes and double ramification cycles

Xavier Blot, Danilo Lewański, Sergey Shadrin

We prove a new system of relations in the tautological ring of the moduli space of curves involving stable rooted trees with level structure decorated by the top Chern class of the…

Operads of moduli spaces of points in Cd revisited

Theta classes: generalized topological recursion, integrability and W-constraints

Rooted trees with level structures, Ω-classes and double ramification cycles

Operads of moduli spaces of points in $C^{d}$ revisited

Theta classes: generalized topological recursion, integrability and $W$ -constraints

Rooted trees with level structures, $Ω$ -classes and double ramification cycles