activity
20002026
most citedSuperbosonization of invariant random matrix ensembles

67 citations · 211 across the 30 of their papers we have counts for

collaborators

33 papers

math.CO2026

Lecture hall polytopes and Lakshmibai-Seshadri paths

Rocco Chirivì, Martina Costa Cesari, Xin Fang +1

Using a bijection between the lattice points in a lecture hall polytope and Lakshimibai-Seshadri (L-S) paths, we prove the Koszul property of lecture hall polytopes in complete gen…

math.AG2026

Higher rank Gelfand-Kapranov-Zelevinsky fans

Rocco Chirivì, Martina Costa Cesari, Xin Fang +1

We define and study the higher rank GKZ-fans of point configurations, serving as the set of discrete and homogeneous quasi-valuations on the homogeneous coordinate ring of the asso…

math.AG2025

Combinatorial Seshadri stratifications on normal toric varieties

Rocco Chirivì, Martina Costa Cesari, Xin Fang +1

We apply the theory of Seshadri stratifications to embedded toric varieties associated with a normal lattice polytope . The approach presented here i…

math.AG2024

Schubert valuations on Grassmann varieties

Rocco Chirivì, Xin Fang, Peter Littelmann

The goal of the paper is twofold: on one side it provides an order structure on the set of all maximal chains in the Bruhat poset of Schubert varieties in a Grassmann variety; on t…

math.AG2022

Seshadri stratifications and Schubert varieties: a geometric construction of a standard monomial theory

Rocco Chirivì, Xin Fang, Peter Littelmann

A standard monomial theory for Schubert varieties is constructed exploiting (1) the geometry of the Seshadri stratifications of Schubert varieties by their Schubert subvarieties an…

math.AG2022

On normal Seshadri stratifications

Rocco Chirivì, Xin Fang, Peter Littelmann

The existence of a Seshadri stratification on an embedded projective variety provides a flat degeneration of the variety to a union of projective toric varieties, called a semi-tor…