3 papers
math.AG2026
A remarkable subset of poles of the motivic zeta function
Nero Budur, Eduardo de Lorenzo Poza, Quan Shi +1
For any polynomial f with complex coefficients we find a remarkable subset of poles of the motivic zeta function. It is combinatorially determined by any log resolution and it admi…
math.AG2025
Contact loci of semihomogeneous singularities
Eduardo de Lorenzo Poza, Jiahui Huang
Two of the main open problems in the theory of contact loci are the arc-Floer conjecture, which states that the compactly supported cohomology of the restricted -contact locus a…
math.AG2023
The Arc-Floer conjecture for plane curves
Javier de la Bodega, Eduardo de Lorenzo Poza
In arXiv:1911.08213 it was conjectured that the compactly supported cohomology of the -th restricted contact locus of an isolated hypersurface singularity coincides, up to a shi…