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  1. Lagrangians, SO(3)-Instantons and Mixed Equation

    The mixed equation , defined as a combination of the anti-self-duality equation in gauge theory and Cauchy–Riemann equation in symplectic geometry, is...

    Aliakbar Daemi, Kenji Fukaya, Maksim Lipyanskiy in Geometric and Functional Analysis
    Article 02 May 2024
  2. Direct minimizing method for Yang–Mills energy over SO(3) bundle

    In this paper, we improve the known results on the direct minimizing method for Yang–Mills energy over closed four manifolds when the structure group...

    Article 12 December 2023
  3. A Numerical Calculation Algorithm of the Inclination Function Based on the Representation of SO(3) Group

    In the determination of the Earth gravity field in satellite geodesy, the inclination functions represent the projection of data observed along the...

    Article 31 December 2022
  4. Representations of \(\mathrm{{SU} }(2)\) and \(\mathrm{{SO}}(3)\)

    To study the irreducible representations of the Lie groups \(\mathrm{{SU}}(2)\)...
    Yvette Kosmann-Schwarzbach in Groups and Symmetries
    Chapter 2022
  5. A Second-Order SO(3)-Preserving and Energy-Stable Scheme for Orthonormal Frame Gradient Flow Model of Biaxial Nematic Liquid Crystals

    In this paper, we present a novel second-order generalised rotational discrete gradient scheme for numerically approximating the orthonormal frame...

    Hanbin Wang, Jie Xu, Zhiguo Yang in Journal of Scientific Computing
    Article 02 May 2024
  6. On SO(3) as the Projective Group of the Space SO(3)

    The fractional linear action of SO(3) on the projective space SO(3) is proven to be a (globally defined) projective action.

    A. A. Akopyan, A. V. Levichev in Journal of Mathematical Sciences
    Article 06 November 2020
  7. Warum nehmen wir alles so genau?

    Zu Beginn des Mathe-Studiums kommt es Ihnen vielleicht so vor, als würden Sie eine neue Sprache lernen: Viele neue Begriffe, deren Bedeutung Sie...
    Mara Jakob, Rebecca Waldecker in Was ich gern vor dem Mathe-Studium gewusst hätte
    Chapter 2024
  8. Riemannian and Randers Einstein Metrics on SO(n) Which Are Non-naturally Reductive

    In this article, we prove that there are at least two new non-naturally reductive Ad(SO( l ) × SO( k ) × SO( k ) × SO( k ))-invariant Einstein metrics on...

    Bichao Sun, Ju Tan in Frontiers of Mathematics
    Article 05 June 2024
  9. Lie Groups \(\mathrm{SU}(2)\) and \(\mathrm{{SO}}(3)\)

    In this chapter, we shall extend to compact topological groups many of the properties proved in the case of finite groups. Some properties will be...
    Yvette Kosmann-Schwarzbach in Groups and Symmetries
    Chapter 2022
  10. (2, 3)-Cordial Oriented Hypercubes

    In this article we investigate the existence of (2, 3)-cordial labelings of oriented hypercubes. In this investigation, we determine that there...
    Jonathan M. Mousley, LeRoy B. Beasley, ... David E. Brown in Combinatorics, Graph Theory and Computing
    Conference paper 2024
  11. The \(SO(4)\) Verlinde Formula Using Real Polarizations

    We adapt the construction of Jeffrey and Weitsman (Commun Math Phys 150:593–630, 1992) to interpret the...
    Lisa Jeffrey, Kaidi Ye in Toric Topology and Polyhedral Products
    Chapter 2024
  12. So viel Mathe muss sein! Gut vorbereitet in ein WiMINT-Studium

    Mithilfe dieses Arbeitsbuches können sich Studieninteressierte auf die mathematischen Herausforderungen in einem WiMINT-Studium vorbereiten. Kurze,...

    Klaus Dürrschnabel, Rolf Dürr, ... Marc Zimmermann
    Textbook 2023
  13. Toric Manifolds over 3-Polytopes

    In this note, we gather and review several facts about the existence of toric spaces over three-dimensional simple polytopes. First, over every...
    Chapter 2024
  14. (2, 3)-Cordial Trees and Paths

    Recently L. B. Beasley introduced (2, 3)-cordial labelings of directed graphs in [1]. He conjectured that every orientation of a path of length at...
    Manuel Santana, Jonathan Mousley, ... LeRoy B. Beasley in Combinatorics, Graph Theory and Computing
    Conference paper 2024
  15. Curves in \(\mathbb {R}^3\)

    For a closed curve \(\gamma \colon [a,b]\to \mathbb {R}^3\)...
    Ulrich Pinkall, Oliver Gross in Differential Geometry
    Chapter Open access 2024
  16. 3. Skiing Between Fréz and Gard

    In a skiing competition, participants take turns sliding down the slope, with the next contestant starting once the previous one reaches the finish...
    Bálint Hujter, Dániel Lenger, Gábor Szűcs in Mathematical Explorations for Young Minds
    Chapter 2024
  17. 3. Skiing Between Fréz and Gard

    In a skiing competition, participants take turns sliding down the slope, with the next contestant starting once the previous one reaches the finish...
    Bálint Hujter, Dániel Lenger, Gábor Szűcs in Mathematical Explorations for Young Minds
    Chapter 2024
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