activity
20002026
most citedArakelov-type inequalities for Hodge bundles

22 citations · 33 across the 13 of their papers we have counts for

collaborators

20 papers

math.AG2026

On symplectic aspects of -equivalence of a class of isolated hypersurface singularities

Chris Peters

A -constant deformation of isolated complex hypersurface singularities of dimensions different from 2 preserves the diffeomorphism class of the Milnor fiber. If it would be know…

math.AG2026

Incidence equivalence, a survey

Chris Peters

This is a survey of results on incidence equivalence, a notion introduced by PGriffiths around 1970 when trying to extend the classical properties of the Abel-Jacobi map for cur…

math.AG2023

A remarkable class of elliptic surfaces of amplitude 1 in weighted projective space

Gregory Pearlstein, Chris Peters, Appendix C by Wim Nijgh

Surfaces of amplitude 1 in ordinary projective space are of general type, but this need not be the case in weighted projective spaces. Indeed, there are 4 classes of quasi-smooth w…

math.AG2021

On complex surfaces with definite intersection form

Chris Peters

A compact complex surface with positive definite intersection lattice is either the projective plane or a false projective plane. If the intersection lattice is negative definite,…

math.AG2020

On the maximal number of du Val singularities for a K3 surface

Chris Peters

A complex K3 surface or an algebraic K3 surface in characteristics distinct from cannot have more than disjoint nodal curves.

math.AG2017

On a motivic interpretation of primitive, variable and fixed cohomology

Chris Peters

This note addresses the motivic nature of some classical cohomological results due to Lefschetz, namely the primitive decomposition (for the cohomology of smooth projective varieti…