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Showing 1-20 of 1,653 results
  1. Condition numbers of Hessenberg companion matrices

    The Fiedler matrices are a large class of companion matrices that include the well-known Frobenius companion matrix. The Fiedler matrices are part of...

    Michael Cox, Kevin N. Vander Meulen, ... Joseph Voskamp in Czechoslovak Mathematical Journal
    Article 26 January 2024
  2. 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
  3. Perverse Sheaves and the Cohomology of Regular Hessenberg Varieties

    We use the Springer correspondence to give a partial characterization of the irreducible representations which appear in the Tymoczko dot action of...

    Ana Bălibanu, Peter Crooks in Transformation Groups
    Article 06 September 2022
  4. Comparison theorems for splittings of M-matrices in (block) Hessenberg form

    Some variants of the (block) Gauss–Seidel iteration for the solution of linear systems with M -matrices in (block) Hessenberg form are discussed....

    Luca Gemignani, Federico Poloni in BIT Numerical Mathematics
    Article 23 November 2021
  5. AN ADDITIVE BASIS FOR THE COHOMOLOGY RINGS OF REGULAR NILPOTENT HESSENBERG VARIETIES

    In this paper we construct an additive basis for the cohomology ring of a regular nilpotent Hessenberg variety which is obtained by extending all...

    MAKOTO ENOKIZONO, TATSUYA HORIGUCHI, ... AKIYOSHI TSUCHIYA in Transformation Groups
    Article 10 August 2022
  6. Geometric Vertex Decomposition, Gröbner Bases, and Frobenius Splittings for Regular Nilpotent Hessenberg Varieties

    We initiate a study of the Gröbner geometry of local defining ideals of Hessenberg varieties by studying the special case of regular nilpotent...

    Sergio Da Silva, Megumi Harada in Transformation Groups
    Article 03 July 2023
  7. Projection schemes based on Hessenberg process for Sylvester tensor equation with low-rank right-hand side

    In this paper, we present two new projection methods based on the Hessenberg process to compute the approximate solutions of Sylvester tensor...

    T. Cheraghzadeh, R. Khoshsiar Ghaziani, F. Toutounian in Computational and Applied Mathematics
    Article 14 September 2022
  8. Hessenberg–Sobolev Matrices and Favard Type Theorem

    Héctor Pijeira-Cabrera, Laura Decalo-Salgado, Ignacio Pérez-Yzquierdo in Bulletin of the Malaysian Mathematical Sciences Society
    Article Open access 01 December 2022
  9. Discontinuous piecewise polynomial collocation methods for integral-algebraic equations of Hessenberg type

    This paper mainly focuses on the integral-algebraic equations (IAEs) of Hessenberg type. The tractability index is investigated. The existence,...

    Hecong Gao, Hui Liang in Computational and Applied Mathematics
    Article 26 August 2022
  10. The Second Cohomology of Regular Semisimple Hessenberg Varieties from GKM Theory

    Abstract

    We describe the second cohomology of a regular semisimple Hessenberg variety by generators and relations explicitly in terms of GKM theory....

    Anton A. Ayzenberg, Mikiya Masuda, Takashi Sato in Proceedings of the Steklov Institute of Mathematics
    Article 01 June 2022
  11. Hessenberg varieties of parabolic type

    This paper studies the geometry and combinatorics of three interrelated varieties: Springer fibers, Steinberg varieties, and parabolic Hessenberg...

    Martha Precup, Julianna Tymoczko in Geometriae Dedicata
    Article 19 May 2021
  12. Toward Permutation Bases in the Equivariant Cohomology Rings of Regular Semisimple Hessenberg Varieties

    Recent work of Shareshian and Wachs, Brosnan and Chow, and Guay-Paquet connects the well-known Stanley–Stembridge conjecture in combinatorics to the...

    Megumi Harada, Martha Precup, Julianna Tymoczko in La Matematica
    Article 28 December 2021
  13. Characteristic Polynomials of Random Banded Hessenberg Matrices and Hermite–Padé Approximation

    We consider a class of random banded Hessenberg matrices with independent entries having identical distributions along diagonals. The distributions...

    A. López-García, V. A. Prokhorov in Complex Analysis and Operator Theory
    Article 24 September 2021
  14. A filtration on the cohomology rings of regular nilpotent Hessenberg varieties

    Let n be a positive integer. The main result of this manuscript is a construction of a filtration on the cohomology ring of a regular nilpotent...

    Megumi Harada, Tatsuya Horiguchi, ... Julianna Tymoczko in Mathematische Zeitschrift
    Article 14 November 2020
  15. On generating Sobolev orthogonal polynomials

    Sobolev orthogonal polynomials are polynomials orthogonal with respect to a Sobolev inner product, an inner product in which derivatives of the...

    Niel Van Buggenhout in Numerische Mathematik
    Article 31 October 2023
  16. Convergence Acceleration of Shifted LR Transformations for Totally Nonnegative Hessenberg Matrices

    We design shifted LR transformations based on the integrable discrete hungry Toda equation to compute eigenvalues of totally nonnegative matrices of...

    Akiko Fukuda, Yusaku Yamamoto, ... Yoshimasa Nakamura in Applications of Mathematics
    Article 07 September 2020
  17. GEOMETRY OF REGULAR HESSENBERG VARIETIES

    HIRAKU ABE, NAOKI FUJITA, HAOZHI ZENG in Transformation Groups
    Article 03 March 2020
  18. Bidiagonal factorization of tetradiagonal matrices and Darboux transformations

    Recently a spectral Favard theorem for bounded banded lower Hessenberg matrices that admit a positive bidiagonal factorization was presented. These...

    Amílcar Branquinho, Ana Foulquié-Moreno, Manuel Mañas in Analysis and Mathematical Physics
    Article Open access 16 April 2023
  19. A Survey of Recent Developments on Hessenberg Varieties

    This article surveys recent developments on Hessenberg varieties, emphasizing some of the rich connections of their cohomology and combinatorics. In...
    Conference paper 2020
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