1. Home
    2. Journals
    3. Pramana – Journal of Physics
    4. Volume 96
    5. All articles

    • Infinite-dimensional symmetry group, Kac–Moody–Virasoro algebras and integrability of Kac–Wakimoto equation

      MANJIT SINGH

      Research Article Volume 96 Published: 12 October 2022 Article ID 0200

    • Fulltext

       

        Click here to view fulltext PDF


      Permanent link:
      https://www.ias.ac.in/article/fulltext/pram/096/0200

    • Keywords

       

      Lie symmetries; Kac–Wakimoto equation; Virasoro-like algebra; integrability.

    • Abstract

       

      An eighth-order equation in (3 + 1) dimension is studied for its integrability. Its symmetry group is shown to be infinite-dimensional and is checked for Virasoro-like structure. The equation is shown to have no Painlev$\grave{e}$ property. One- and two-dimensional classifications of infinite-dimensional symmetry algebra are alsogiven.

    • Author Affiliations

       

      MANJIT SINGH

      1. Dates

         
        Published
        12 October 2022
        Manuscript received
        10 January 2022
        Manuscript revised
        2 May 2022
        Accepted
        11 June 2022
        Final version published online
        12 October 2022

    • Pramana – Journal of Physics | News

      • Editorial Note on Continuous Article Publication

        Posted on July 25, 2019

        Click here for Editorial Note on CAP Mode

    © 2022-2023 Indian Academy of Sciences, Bengaluru.

    Contact | Site index