Characterizations of Finite $$\sigma $$ σ -Nilpotent and $$\sigma $$ σ -Quasinilpotent Groups

Author:

Hu Bin,Huang Jianhong,Skiba Alexander N.

Funder

NNSF grant of China

TAPP of Jiangsu Higher Education Institutions

Publisher

Springer Science and Business Media LLC

Subject

General Mathematics

Reference19 articles.

1. Skiba, A.N.: On $$\sigma $$ σ -subnormal and $$\sigma $$ σ -permutable subgroups of finite groups. J. Algebra 436, 1–16 (2015)

2. Shemetkov, L.A.: Formations of Finite Groups. Nauka, main editorial board for physical and mathematical literature, Moscow (1978)

3. Guo, W., Skiba, A.N.: Finite groups with permutable complete Wielandt sets of subgroups. J. Group Theory 18, 191–200 (2015)

4. Ballester-Bolinches, A., Doerk, K., Pèrez-Ramos, M.D.: On the lattice of $$\mathfrak{F}$$ F -subnormal subgroups. J. Algebra 148, 42–52 (1992)

5. Vasil’ev, A.F., Kamornikov, A.F., Semenchuk, V.N.: On lattices of subgroups of finite groups. In: Chernikov, N.S. (ed.) Infinite Groups and Related Algebraic Structures, pp. 27–54. Institut Matemayiki AN Ukrainy, Kiev (1993). (in Russian)

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