activity
19962026
most citedOn the wonderful compactification

23 citations · 78 across the 23 of their papers we have counts for

collaborators

24 papers

math.RT2026

Orbits on a product of two flags and a line and the Bruhat order, II

Mark Colarusso, Sam Evens

Let be the complex general linear group and let $\B_{n}$ be its flag variety. A Borel subgroup of acts on $\B_{n}\times \mathbb{P}^{n-1}$ diagonally w…

math.RT2025

Orbits on a product of two flags and a line and the Bruhat Order, I

Mark Colarusso, Sam Evens

Let be the complex general linear group and let be its flag variety. The standard Borel subgroup of upper triangular matrices acts on th…

math.RT2024

Wonderful Compactification of a Cartan Subalgebra of a Semisimple Lie Algebra

Sam Evens, Yu Li

Let be a Cartan subalgebra of a complex semisimple Lie algebra We define a compactification of , which is analogous t…

math.RT2024

-orbits on the flag variety and the Bruhat graph of the symmetric group

Mark Colarusso, Sam Evens

Let be the complex general linear group and embed in the top left hand corner of . The standard Borel subgroup of upper triangular…

math.RT2021

B_{n-1}-bundles on the flag variety, II

Mark Colarusso, Sam Evens

This paper is the sequel to ``-bundles on the flag variety, I". We continue our study of the orbits of a Borel subgroup of (resp. ) ac…

math.RT2021

B_{n-1}-bundles on the flag variety, I

Mark Colarusso, Sam Evens

We show that each orbit of a Borel subgroup of GL(n-1) (respectively SO(n-1)) on the flag variety of GL(n) (respectively of SO(n)) is a bundle over a -orbit on a…