References
[1] A. N. Skiba. (2015). On 𝜎𝜎-Subnormal and 𝜎𝜎-Permutable Subgroups of Finite Groups. J. Algebra, 436, 1-16.
[2] A. N. Skiba. (2016). On Some Results in The Theory of Finite Partially Soluble Groups. Comm. Math. Stat., 4, 281-309.
[3] A. N. Skiba. (2015). A generalization of a Hall theorem..J. Algebra Appl., 15(4), 21-36.
[4] C. Zhang, W. Guo, A-M. Liu. (2021). On AGeneralisation of Finite T-Groups, Comm. Math. Stat.
https://doi.org/10.1007/s40304-021-00240-z.
[5] R. Schmidt. (1994). Subgroup Lattices of Groups. Walter de Gruyter, Berlin.
[6] Y. Wang. (1996). c-Normality of Groups and Its Properties. J. Algebra, 180, 954-965.
[7] W. Guo, A. N. Skiba. (2009). Finite Groups with Given s-Embedded and n-Embedded Subgroups. J. Algebra, 321 , 2843-2860.
[8] Z. Wu, C. Zhang, J. Huang. (2017). Finite Groups with Given 𝜎𝜎-embedded and n-𝜎𝜎-embeddedsubgroups. Indian J. Pure Appl.
Math., 48(3), 429-448.
[9] X. Wei. (2019). On m-𝜎𝜎-Permutable and Weakly m-𝜎𝜎-Permutable Subgroups of Finite Groups. Comm. Algebra, 47(3), 945-956.
[10] J. Guo, W. Guo, S. Qiao, C. Zhang. (2021). On m-𝜎𝜎-Embedded Subgroups of Finite Groups. ActaMath. Hungar, 165, 100-111.
[11] C. Zhang, Z. Wu, W. Guo. (2017). On Weakly 𝜎𝜎-Permutable Subgroups of Finite Groups. Publ.Math. Debrecen, 91(3-4),
489-502.
[12] C. Cao, Z. Wu, and W. Guo. (2018). Finite Group with Given Geakly 𝜎𝜎-Permutable Subgroups, Siberian Mathematical Journal,
59(1) , 157C165.
[13] C. Zhang, A. N. Skiba. (2019). On Two Sublattices of The Subgroup Lattice of A Finite Group. J.Group Theory, 22, 1035-1047.
[14] C. Zhang, A. N. Skiba. (2020). On A Lattice Characterisation of Finite Soluble PST-Groups, Bull.Aust. Math. Soc., 101,
247-254.
[15] K. Doerk, T. Hawkes. (1992). Finite Soluble Groups. Berlin, Walter de Gruyter.
[16] B. Huppert. (1967). Endliche Gruppen I. Springer-Verlag, Berlin-Heidelberg-New York.