activity
19962022
most citedThe tangent space to the moduli space of vector bundles on a curve and the singular locus of the theta divisor of the jacobian

39 citations · 46 across the 15 of their papers we have counts for

collaborators

19 papers

math.AG2022

On infinitesimal invariants of normal functions

Elham Izadi

We present an overview of some of Alberto Collino's work which uses the Griffiths infinitesimal invariant of a normal function.

math.AG2021

Hodge classes on the moduli space of W(E_6)-covers and the geometry of A_6

Valery Alexeev, Ron Donagi, Gavril Farkas +2

In previous work we showed that the Hurwitz space of W(E_6)-covers of the projective line branched over 24 points dominates via the Prym-Tyurin map the moduli space A_6 of principa…

math.AG2020

Symmetric correspondences with decomposable minimal equation

Elham Izadi, Herbert Lange

We study symmetric correspondences with completely decomposable minimal equation on smooth projective curves . The Jacobian of then decomposes correspondingly. For all posit…

math.AG2019

Surfaces generating the even primal cohomology of an abelian fivefold

Jonathan Conder, Edward Dewey, Elham Izadi

Given a very general abelian fivefold and a principal polarization , we construct surfaces generating the algebraic part of the middle cohomology $H^4(Θ, {\mathbb Q…

math.AG2018

Twistor lines in the period domain of complex tori

Nikolay Buskin, Elham Izadi

As in the case of irreducible holomorphic symplectic manifolds, the period domain of compact complex tori of even dimension contains twistor lines. These are special $…

math.AG2015

The irreducible components of the primal cohomology of the theta divisor of an abelian fivefold

Elham Izadi, Jie Wang

The primal cohomology of the theta divisor of a principally polarized abelian fivefold (ppav) is the direct sum of its invariant and anti-invariant part…