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  1. Which Schubert Varieties are Hessenberg Varieties?

    After proving that every Schubert variety in the full flag variety of a complex reductive group G is a general Hessenberg variety, we show that not...

    Laura Escobar, Martha Precup, John Shareshian in Transformation Groups
    Article 18 November 2023
  2. Applications of homogeneous fiber bundles to the Schubert varieties

    This article explores the relationship between Schubert varieties and equivariant embeddings, using the framework of homogeneous fiber bundles over...

    Mahir Bilen Can, Pinaki Saha in Geometriae Dedicata
    Article 20 September 2023
  3. Castelnuovo–Mumford regularity of matrix Schubert varieties

    Matrix Schubert varieties are affine varieties arising in the Schubert calculus of the complete flag variety. We give a formula for the...

    Oliver Pechenik, David E Speyer, Anna Weigandt in Selecta Mathematica
    Article 03 July 2024
  4. The isomorphism problem for cominuscule Schubert varieties

    Cominuscule flag varieties generalize Grassmannians to other Lie types. Schubert varieties in cominuscule flag varieties are indexed by posets of...

    Edward Richmond, Mihail Ṭarigradschi, Weihong Xu in Selecta Mathematica
    Article Open access 16 March 2024
  5. Combinatorics of semi-toric degenerations of Schubert varieties in type C

    An approach to Schubert calculus is to realize Schubert classes as concrete combinatorial objects such as Schubert polynomials. Using the polytope...

    Naoki Fujita, Yuta Nishiyama in Mathematische Zeitschrift
    Article Open access 03 July 2024
  6. Seshadri stratification for Schubert varieties and standard monomial theory

    The theory of Seshadri stratifications has been developed by the authors with the intention to build up a new geometric approach towards a standard...

    Rocco Chirivì, **n Fang, Peter Littelmann in Proceedings - Mathematical Sciences
    Article 15 December 2022
  7. Classification of Levi-spherical Schubert varieties

    Yibo Gao, Reuven Hodges, Alexander Yong in Selecta Mathematica
    Article 14 July 2023
  8. A classification of spherical Schubert varieties in the Grassmannian

    Let L be any standard Levi subgroup which acts by left multiplication on a Schubert variety X ( w ) in the Grassmannian. We give a complete...

    Reuven Hodges, Venkatramani Lakshmibai in Proceedings - Mathematical Sciences
    Article 01 December 2022
  9. Generalized Permutahedra and Schubert Calculus

    We connect generalized permutahedra with Schubert calculus. Thereby, we give sufficient vanishing criteria for Schubert intersection numbers of the...

    Avery St. Dizier, Alexander Yong in Arnold Mathematical Journal
    Article 27 June 2022
  10. Schubert Curves in the Orthogonal Grassmannian

    Maria Gillespie, Jake Levinson, Kevin Purbhoo in Discrete & Computational Geometry
    Article 15 March 2023
  11. W-translated Schubert divisors and transversal intersections

    DongSeon Hwang, Hwayoung Lee, ... Changzheng Li in Science China Mathematics
    Article 15 April 2022
  12. On symbology and differential equations of Feynman integrals from Schubert analysis

    We take the first step in generalizing the so-called “Schubert analysis”, originally proposed in twistor space for four-dimensional kinematics, to...

    Song He, Xuhang Jiang, ... Qinglin Yang in Journal of High Energy Physics
    Article Open access 20 December 2023
  13. Smooth torus quotients of Schubert varieties in the Grassmannian

    Sarjick Bakshi, S. Senthamarai Kannan, K. Venkata Subrahmanyam in Indian Journal of Pure and Applied Mathematics
    Article 22 February 2024
  14. Twisted Schubert polynomials

    Ricky Ini Liu in Selecta Mathematica
    Article 01 October 2022
  15. Order recognition by Schubert polynomials generated by optical near-field statistics via nanometre-scale photochromism

    Irregular spatial distribution of photon transmission through a photochromic crystal photoisomerized by a local optical near-field excitation was...

    Kazuharu Uchiyama, Sota Nakajima, ... Hirokazu Hori in Scientific Reports
    Article Open access 08 November 2022
  16. UNIVERSAL GRAPH SCHUBERT VARIETIES

    We consider the loci of invertible linear maps f : ℂ n → (ℂ n ) * together with pairs of flags ( E , F ) in ℂ n such that the various restrictions f : F j ...

    BRENDAN PAWLOWSKI in Transformation Groups
    Article 01 December 2021
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