­
­
­
­

Inventi Impact: Engineering Mathematics

Articles

  • Inventi:eem/113656/25
    Full Automorphism Group of (m, 2)-Graph in Finite Classical Polar Spaces
    01-Jan-2026 Research 2026 : January-March
    Yang Zhang, Shuxia Liu, Liwei Zeng

    Let Q be the finite classical polar space of rank ν ≥ 1 over Fq, and Qm be the set of all m-dimensional subspaces of Q. In this paper, we introduce the (m, 2)-graph with Qm as its vertex set, and two vertices P,Q are adjacent if and only if P + Q is an (m +2)-dimensional subspace of Q. The full automorphism group of (m, 2)-graph is determined.

    How to Cite this Article
    Attribution/ CC Compliant Citation: Zhang, Y.; Liu, S.; Zeng, L. Full Automorphism Group of (m, 2)-Graph in Finite Classical Polar Spaces. Axioms 2025, 14, 614. https://doi.org/10.3390/axioms14080614 https://creativecommons.org/licenses/by/4.0/ Some formatting elements, header, footer, logos, dates and pagination were modified while adapting this article.
    Download Full Text