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20012023
most citedElliptic classes of Schubert varieties via Bott-Samelson resolution

21 citations · 40 across the 11 of their papers we have counts for

collaborators

15 papers

math.AG2023

A note on the push-forward formulas for even orthogonal Grassmannians

Andrzej Weber, Magdalena Zielenkiewicz

We revisit residue formulas for the push-forward in the cohomology of the even orthogonal Grassmannian. This space has two components, and the formula for a single component demand…

math.AG2021

Characteristic classes of Borel orbits of square-zero upper-triangular matrices

Piotr Rudnicki, Andrzej Weber

Anna Melnikov provided a parametrization of Borel orbits in the affine variety of square-zero matrices by the set of involutions in the symmetric group. A related comb…

physics.optics2021★ 10 cited

Torus Knot Angular Momentum in Twisted Attosecond Pulses from High Harmonic Generation

Björn Minneker, Birger Böning, Anne Weber +1

Bicircular twisted Laguerre-Gaussian beams possess a definite torus knot angular momentum (TKAM) as a new form of angular momentum. TKAM is conserved in nonlinear atomic processes…

math.AG2021

Twisted motivic Chern class and stable envelopes

Jakub Koncki, Andrzej Weber

We present a definition of {\em twisted motivic Chern classes} for singular pairs consisting of a singular space and a -Cartier divisor containing the singul…

math.AG2020

Elliptic classes on Langlands dual flag varieties

Richard Rimanyi, Andrzej Weber

Characteristic classes of Schubert varieties can be used to study the geometry and the combinatorics of homogeneous spaces. We prove a relation between elliptic classes of Schubert…

math.AG2019

Elliptic classes of Schubert varieties

Shrawan Kumar, Richárd Rimányi, Andrzej Weber

We introduce new notions in elliptic Schubert calculus: the (twisted) Borisov-Libgober classes of Schubert varieties in general homogeneous spaces G/P. While these classes do not d…