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20162025
most citedModuli of boundary polarized Calabi-Yau pairs

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

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10 papers · 1 filter

math.AG2025

Root stack valuative criterion for good moduli spaces

Dori Bejleri, Giovanni Inchiostro, Matthew Satriano

We prove a root stack valuative criterion for good moduli space maps and for gerbes for reductive groups under some mild assumptions on the residue characteristic. We give several…

math.AG2024

Proper splittings and projectivity for good moduli spaces

Dori Bejleri, Elden Elmanto, Matthew Satriano

We show that any good moduli space has a splitting after a proper, generically finite covering of . As an application we generalize Kollár's ampleness lem…

math.AG2024

Moduli of elliptic surfaces of Kodaira dimension one fibered over rational curves

Dori Bejleri, Josiah Foster, Andres Fernandez Herrero +3

In this article, we construct an infinite sequence of irreducible components of Kollár--Shepherd-Barron (KSB-) moduli spaces of surfaces of arbitrarily large volumes, and describe…

math.AG2024

Symmetric powers of null motivic Euler characteristic

Dori Bejleri, Stephen McKean

Let k be a field of characteristic not 2. We conjecture that if X is a quasi-projective k-variety with trivial motivic Euler characteristic, then SymX has trivial motivic Euler…

math.AG20233 cited

Moduli of boundary polarized Calabi-Yau pairs

Kenneth Ascher, Dori Bejleri, Harold Blum +4

We develop the moduli theory of boundary polarized CY pairs, which are slc Calabi-Yau pairs such that is ample. The motivation for studying this moduli problem is to co…

math.AG2019

Moduli of double covers and degree one del Pezzo surfaces

Kenneth Ascher, Dori Bejleri

Given a degree one del Pezzo surface with canonical singularities, the linear series generated by twice the anti-canonical divisor exhibits the surface as the double cover of the q…