Simple groups with prescribed local structure
Sofic groups are not locally embeddable into finite Moufang loops
We shall show that there exist sofic groups which are not locally embeddable into finite Moufang loops. These groups serve as counterexamples to a problem and two conjectures formulated in the paper by M. Vodička, P. Zlatoš (2019).
Soluble products of two locally finite groups with min- for every prime
Some properties of generalized wreath products
Structure of a group with elements of order at most 4.
Subgroups of locally normal groups
Subgroups of small cancellation groups.
Sugli -gruppi risolubili
Sui gruppi relativamente complementati
Sulle S-partizioni strette nei gruppi localmente finiti
A characterization of strict S-partitions in locally finite groups is given.
Sylow theory of -groups
Systems of equations over locally p-indicable groups.