3 citations · 5 across the 10 of their papers we have counts for
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math.AG2018
The Severi problem for abelian surfaces in the primitive case
Adrian Zahariuc
We prove that the irreducible components of primitive class Severi varieties of general abelian surfaces are completely determined by the maximal factorization through an isogeny o…
math.AG2018
A Riemann-Hurwitz-Plucker formula
Brian Osserman, Adrian Zahariuc
We prove a simultaneous generalization of the classical Riemann-Hurwitz and Plucker formulas, addressing the total inflection of a morphism from a (smooth, projective) curve to an…
math.AG2018
Reducible Calabi-Yau threefolds with countably many rational curves
Adrian Zahariuc
We give a class of examples of reducible (d-semistable) threefolds of CY type with two irreducible components for which (it is reasonably easy to prove that) no family of admissibl…