Alexander Polishchuk

most citedAlgebraic cycles on the relative symmetric powers and on the relative Jacobian of a family of curves. II

3 citations · 4 across the 2 of their papers we have counts for

collaborators

2 papers

math.AG2023★ 1 cited

Compatible Poisson Brackets Associated with Elliptic Curves in $G (2, 5)$

Nikita Markarian, Alexander Polishchuk

We prove that a pair of Feigin-Odesskii Poisson brackets on $P^{4}$ associated with elliptic curves given as linear sections of the Grassmannian $G (2, 5)$ are compatible if…

math.AG2008★ 3 cited

Algebraic cycles on the relative symmetric powers and on the relative Jacobian of a family of curves. II

Ben Moonen, Alexander Polishchuk

Let C be a curve over a non-singular base variety S. We study algebraic cycles on the symmetric powers C^[n] and on the Jacobian J. The Chow homology of C^[*], the sum of all C^[n]…

Compatible Poisson Brackets Associated with Elliptic Curves in G(2,5)

Algebraic cycles on the relative symmetric powers and on the relative Jacobian of a family of curves. II

Compatible Poisson Brackets Associated with Elliptic Curves in $G (2, 5)$