activity
20102017
most citedPolynomials for symmetric orbit closures in the flag variety

20 citations · 100 across the 14 of their papers we have counts for

collaborators

17 papers

math.AG2017★ 1 cited

K-orbit closures and Barbasch-Evens-Magyar varieties

Laura Escobar, Benjamin J. Wyser, Alexander Yong

We define the Barbasch-Evens-Magyar varieties. We show they are isomorphic to the smooth varieties defined in [D.~Barbasch-S.~Evens '94] that map generically finitely to symmetric…

math.AG2017★ 6 cited

Governing singularities of symmetric orbit closures

Alexander Woo, Benjamin Wyser, Alexander Yong

We develop interval pattern avoidance and Mars-Springer ideals to study singularities of symmetric orbit closures in a flag variety. This paper focuses on the case of the Levi subg…

math.CO2015

The Bruhat order on clans

Benjamin J. Wyser

We give an explicit description of the closure containment order (or "Bruhat order") on the set of orbits of GL_p \times GL_q on the flag variety GL_{p+q}/B, relative to the parame…

math.AG2015

Wonderful Symmetric Varieties and Schubert Polynomials

Mahir Bilen Can, Michael Joyce, Benjamin Wyser

Extending results of Wyser, we determine formulas for the equivariant cohomology classes of closed orbits of certain families of spherical subgroups of on the flag variety $…

math.CO2014

Chains in Weak Order Posets Associated to Involutions

Mahir Bilen Can, Michael Joyce, Benjamin Wyser

The W-set of an element of a weak order poset is useful in the cohomological study of the closures of spherical subgroups in generalized flag varieties. We explicitly describe in a…

math.CO2014

Combinatorial results on (1,2,1,2)-avoiding -orbit closures on

Alexander Woo, Benjamin J. Wyser

Using recent results of the second author which explicitly identify the "-avoiding" -orbit closures on the flag manifold $GL(p+…