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Finite groups with two supersoluble subgroups of G with two supersoluble non-conjugate subgroups H and K of
prime index, not necessarily distinct
On the residual of a finite group with semi-subnormal subgroupsA subgroup A of a group G is called seminormal in G, if there exists
a subgroup B such that G = AB
Конечные группы с субнормальными коммутантами B-подгрупп is called B-group if every proper subgroup of the quotient group G / Ф(G) is nilpotent. In this
paper
Finite groups with formation subnormal primary subgroups of bounded exponent Sylow and, respectively, every cyclic primary subgroup is 𝔘k-subnormal.
We prove that w𝔘k and v𝔘k
On Groups with an Isolated 2-SubgroupIn the paper, sufficient conditions for a group with an isolated 2-subgroup to be a Frobenius group
Solvable groups with restrictions on Sylow subgroups of the Fitting subgroupSolvable groups with restrictions on Sylow subgroups of the Fitting subgroup
On $\pi$-solvable group in which some maximal subgroup of $\pi$-Hall subgroup is minimal non-abelian groupOn $\pi$-solvable group in which some maximal subgroup of $\pi$-Hall subgroup is minimal non
On groups with biprimary subgroups of even orderWe investigate groups in which maximal subgroups of even order are primary or biprimary. We also
On two questions of L. A. Shemetkov concerning hypercyclically embedded subgroups of finite groupsLet G be a finite group. A subgroup A of G is said to be S-quasinormal in G if AP = PA for all
On Products of Finite w-Supersoluble GroupLet G be a finite group. A subgroup H of G is ℙ -subnormal
in G whenever either H = G
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