activity
20052026
most citedTropical fans and the moduli spaces of tropical curves

120 citations · 343 across the 55 of their papers we have counts for

collaborators

61 papers

math.OC2026

Optimal Fast Charging of All-Solid-State Batteries under Cathode Transport Constraints

Mustapha Bouchaara, Abdessamad Belfakir, Abderrahmane Habbal +1

Fast charging of all-solid-state batteries is limited by solid-state transport in the positive electrode, which can generate substantial concentration nonuniformity under aggressiv…

math.AG2026

A lifting partition theorem for tropical tritangent classes to smooth space sextic curves

Maria Angelica Cueto, Hannah Markwig, Yue Ren

The set of tritangent planes to smooth tropical space sextic curves has 15 connected components, recording continuous displacements of planes preserving the tritangency condition.…

math.AG2026

Trigonal and embedded tropical curves of low genus

Hannah Markwig, Angelina Zheng

In algebraic geometry, trigonal curves can always be embedded into Hirzebruch surfaces. In tropical geometry, the notion of trigonality does not have a unique translation. We focus…

math.AG2026

Tropical Methods for Counting Plane Curves -- Complex, Real and Quadratically Enriched

Andrés Jaramillo Puentes, Hannah Markwig, Sabrina Pauli +1

Since the first famous correspondence theorem by Mikhalkin appeared in 2005, tropical geometry has allowed a parallel treatment of real and complex counting problems. A prime examp…

math.AG2025

Tropical methods for building real space sextics with totally real tritangent planes

Maria Angelica Cueto, Yoav Len, Hannah Markwig +1

This paper proposes the use of combinatorial techniques from tropical geometry to build the 120 tritangent planes to a given smooth algebraic space sextic. Although the tropical co…

math.CO2025

A refined twist on Hurwitz numbers

Raphaël Fesler, Marvin Anas Hahn, Maksim Karev +1

We introduce a two-parameter refinement of the Jucys-Murphy theory, that we call the CJT-refinement, unifying Schur, zonal, and, conjecturally, Jack actions of the ring of symmetri…