22 citations · 102 across the 17 of their papers we have counts for
Showing 2024Show all
3 papers · 1 filter
math.AG2024
Derived hyperquot schemes
Sergej Monavari, Emanuele Pavia, Andrea T. Ricolfi
We define a derived enhancement of the hyperquot scheme (also known as nested Quot scheme), which classically parametrises flags of quotients of a perfect coherent sheaf on a proje…
math.AG2024★ 2 cited
The motive of the Hilbert scheme of points in all dimensions
Michele Graffeo, Sergej Monavari, Riccardo Moschetti +1
We prove a closed formula for the generating function of the motives of punctual Hilbert schem…
math.AG2024★ 5 cited
Hyperquot schemes on curves: virtual class and motivic invariants
Sergej Monavari, Andrea T. Ricolfi
Let be a smooth projective curve, a locally free sheaf. Hyperquot schemes on parametrise flags of coherent quotients of with fixed Hilbert polynomial, and offer alt…