activity
20042024
most citedA moduli stack of tropical curves

45 citations · 182 across the 35 of their papers we have counts for

collaborators

44 papers

math.AG2024

-leaky double Hurwitz descendants

Renzo Cavalieri, Hannah Markwig, Johannes Schmitt

We define a new class of enumerative invariants called -leaky double Hurwitz descendants, generalizing both descendant integrals of double ramification cycles and the -leaky…

math.AG2024

Tropical pseudostable curves

Renzo Cavalieri, Steffen Marcus, Jonathan Wise

We study the tropical version of the contraction morphism between moduli spaces of stable and pseudostable curves. By promoting to a logarithmic morphis…

math.AG2024

Quadratic Pseudostable Hodge Integrals and Mumford's Relations

Renzo Cavalieri, Matthew M. Williams

This paper studies the relationship between quadratic Hodge classes on moduli spaces of pseudostable and stable curves given by the contraction morphism While Mumfor…

math.AG2023

Mass formula for non-ordinary curves in one dimensional families

Renzo Cavalieri, Rachel Pries

This paper is about one dimensional families of cyclic covers of the projective line in positive characteristic. For each such family, we study the mass formula for the number of n…

math.AG2023

Genus-zero -spin theory

Renzo Cavalieri, Tyler L. Kelly, Rob Silversmith

We provide an explicit formula for all primary genus-zero -spin invariants. Our formula is piecewise polynomial in the monodromies at each marked point and in . To deduce the…

math.AG2022

A combinatorial proof of the conjecture in genus 2

Taylor Rogers, Renzo Cavalieri

We give a simple combinatorial proof of the conjectue in genus 2. We use a description of the class as a linear combination of boundary strata, and show the conjecture…