nLab quantum Schubert cell

Contents

Idea

Quantum Schubert cells and varieties are a quantum group analogue of Schubert cells and varieties.

Literature

Early works

Recent works

  • Arkady Berenstein, J. Greenstein, Canonical bases of quantum Schubert cells and their symmetries, Sel. Math. New Ser. 23, 2755–2799 (2017) doi

  • Milen Yakimov, Spectra and catenarity of quantum Schubert cells, Glasgow Mathematical Journal, 55(A), 169-194 (2013) doi

  • Jason Bell, Karel Casteels, Stéphane Launois, Primitive ideals in quantum Schubert cells: Dimension of the strata, Forum Mathematicum doi:10.1515/forum-2011-0155

  • S. Launois, T. H. Lenagan, L. Rigal, Prime ideals in the quantum grassmannian, Sel. math., New ser. 13, 697 (2008) doi

  • Thomas H. Lenagan, Milen T. Yakimov, Prime factors of quantum Schubert cell algebras and clusters for quantum Richardson varieties, Journal für die reine und angewandte Mathematik (Crelles Journal) doi

category: algebras

Last revised on July 26, 2024 at 15:22:28. See the history of this page for a list of all contributions to it.