Generalized super-W_{1+∞}-n-algebra and Landau Problem
Melong, Fridolin; Wulkenhaar, Raimar
Research article in digital collection | PreprintAbstract
We investigate the R(p,q)-super n-bracket and study their properties such that the generalized super Jacobi identity (GJSI). Furthermore, from the R(p,q)-operators in a Supersymmetric Landau problem, we furnish the R(p,q)-super W1+∞ n-algebra which obey the generalized super Jacobi identity (GSJI) for n even. Also, we derive the R(p,q)-super W1+∞ sub-2n-algebra and deduce particular cases induced by quantum algebras existing in the literature.
Details about the publication
Name of the repository: arXiv
Article number: 2504.13319
Status: submitted / under review
Release year: 2025 (17/04/2025)
Language in which the publication is written: English
Link to the full text: https://doi.org/10.48550/arXiv.2504.13319
Keywords: Quantum algebra; conformal and W symmetry; n-algebra; supersymmetric Landau problem
Authors from the University of Münster
| Wulkenhaar, Raimar | Professur für Reine Mathematik (Prof. Wulkenhaar) |