activity
20042026
most citedOrbits of strongly solvable spherical subgroups on the flag variety

9 citations · 28 across the 15 of their papers we have counts for

collaborators

18 papers

math.AG2026

The Knop-Luna-Vust theory of spherical embeddings, extended to non-reductive groups

Guido Pezzini

We extend the theory of spherical embeddings to actions of connected non-reductive groups. This generalization is formally very similar to the usual reductive case: equivariant emb…

math.AG2025

The generalized Mukai conjecture for spherical varieties with a reductive general isotropy group

Paolo Bravi, Guido Pezzini

In the case of spherical varieties with reductive general isotropy group we prove a conjecture of G. Gagliardi and J. Hofscheier, which implies the generalized Mukai conjecture of…

math.RT2020★ 1 cited

On the extended weight monoid and its applications to orthogonal polynomials

Guido Pezzini, Maarten van Pruijssen

Given a connected simply connected semisimple group G and a connected spherical subgroup K we determine the generators of the extended weight monoid of G/K, based on the homogeneou…

math.AG2018

Momentum polytopes of projective spherical varieties and related Kähler geometry

Stéphanie Cupit-Foutou, Guido Pezzini, Bart Van Steirteghem

We apply the combinatorial theory of spherical varieties to characterize the momentum polytopes of polarized projective spherical varieties. This enables us to derive a classificat…

math.AG2017

On global Okounkov bodies of spherical varieties

Guido Pezzini, Henrik Seppänen

We define and study the global Okounkov moment cone of a projective spherical variety X, generalizing both the global Okounkov body and the moment body of X defined by Kaveh and Kh…

math.AG2017

On some families of smooth affine spherical varieties of full rank

Kay Paulus, Guido Pezzini, Bart Van Steirteghem

Let G be a complex connected reductive group. I. Losev has shown that a smooth affine spherical G-variety X is uniquely determined by its weight monoid, which is the set of irreduc…