On maximal ideals of compact connected topological semigroups.
On maximal subgroups of minimax groups
It is proved that a soluble residually finite minimax group is finite-by-nilpotent if and only if it has only finitely many maximal subgroups which are not normal.
On maximal subgroups of the general linear group over the field of rational functions.
On maximal submonoids of BX.
On maximal subsemigroups of Baer-Levi semigroups.
On medial local semigroups.
On median point of the system of elements of -structure
On Mennicke groups of deficiency zero. I.
On metabelian groups with derived quotient an elementary Abelian 2-group of rank 3.
On middle units in orthodox semigroups.
On middle universal weak and cross inverse property loops with equal length of inverse cycles.
On Mikheev's construction of enveloping groups
Mikheev, starting from a Moufang loop, constructed a groupoid and reported that this groupoid is in fact a group which, in an appropriate sense, is universal with respect to enveloping the Moufang loop. Later Grishkov and Zavarnitsine gave a complete proof of Mikheev's results. Here we give a direct and self-contained proof that Mikheev's groupoid is a group, in the process extending the result from Moufang loops to Bol loops.
On minimal A-ideals of semigroups.
On minimal Artinian modules and minimal Artinian linear groups.
On minimal conditions related to Miller-Moreno type groups
On minimal factorisations of sporadic groups.
On minimal ideals in semigroups with respect to their subsets. II.
On minimal ideals in semigroups with respect to their subsets. I.
In the paper, the following concept are defined: (i) a minimal left (right, two-sided) ideal with respect to a subset of a semigroup , (ii) a kernel with respect to a subset of a semigroup , and their basic properties are investigated.
On minimal length factorizations of finite groups.
On minimal logarithmic signatures of finite groups.