Characterization of projective linear groups by the order of the normalizer of a Sylow subgroup

Author:

Asboei Alireza Khalili

Publisher

Springer Science and Business Media LLC

Subject

General Mathematics

Reference19 articles.

1. Asboei, A.K., Amiri, S.S., Iranmanesh, A., Tehranian, A.: A characterization of Symmetric group $$S_{r}$$ , where $$r$$ is prime number. Ann. Math. Inform. 40, 13–23 (2012)

2. Bi, J.: A characterization of $$L_{2}(q)$$ . J. Liaoning Univ. (Natural Sciences Edition) 19(2), 1–4 (1992) (Chinese)

3. Bi, J.: A characterization of $$L_{n}(q)$$ by the normalizers’ orders of their Sylow subgroups. Acta Math. Sin. (New Ser.) 11(3), 300–306 (1995)

4. Bi, J.: Characterization of Alternating groups by orders of normalizers of Sylow subgroups. Algebra Colloq. 8(3), 249–256 (2001)

5. Bi, J.: On the group with the same orders of Sylow normalizers as the finite simple group $$S_{4}(q)$$ . Algebras Groups Geom. 18(3), 349–355 (2001)

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1. Some results on the main supergraph of finite groups;Algebra and Discrete Mathematics;2020

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