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О полупокрывающих-изолирующих подгруппах или S-квазинормально вложенных подгруппах конечных групп are either semi cover-avoiding or S-quasinormally embeded in G. Some known results are generalized.

On the residual of a finite group with semi-subnormal subgroups subnormality and seminormality. A subgroup A of a group G is called semi-subnormal in G, if A is subnormal in G

S - C -Перестановочно погруженные подгруппы конечных группS - C -Permutably embedded subgroups of finite groups

Новые характеристики конечных Р -сверхразрешимых групп

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

Конечные группы с заданными системами квазиперестановочных подгруппLet A be a subgroup of a group G, K ≤ H ≤ G. Then we say that A covers or avoids the pair (K, H

Analytical model for multicast subgrouping in 5G-mobile eMBMS environment in the multicast subgroup formation problem when the aggregate data rate is maximized in Long Term Evolution (LTE

On projective covers of semimodules and perfect semirings of projective covers, and the perfectness in Bass's sense. For both cases we show that the class of right (left

On projective covers of semimodules and perfect semirings of projective covers, and the perfectness in Bass's sense. For both cases we show that the class of right (left

О σ-свойствах конечных групп III

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