Mutations in finite groups.
Mycielski-Sierpiński conjecture and Korec-Znám result
New characterization of by its noncommuting graph.
Nilpotency of the derived subgroup of a finite twisted group.
Nilpotent groups of class two that can appear as central quotient groups
Non-existence de certains polygones généralisés. II.
Non-integer lattice tilings by (k, n) truncated crosses.
Note on a variant of the Erdős-Ginzburg-Ziv problem
Number of solutions in a box of a linear homogeneous equation in an Abelian group
OD-characterization of almost simple groups related to
In the present paper, we classify groups with the same order and degree pattern as an almost simple group related to the projective special linear simple group . As a consequence of this result we can give a positive answer to a conjecture of W. J. Shi and J. X. Bi, for all almost simple groups related to except . Also, we prove that if is an almost simple group related to except and is a finite group such that and , then .
On - and -decomposable finite groups
On - and -decomposable finite groups
On a class of groups with Lagrangian factor groups.
On A Combinatorial Problem Connected withFactorizations
On a conjecture of Erdös and Heilbronn
On a group-theoretical generalization of the Gauss formula
We discuss a group-theoretical generalization of the well-known Gauss formula involving the function that counts the number of automorphisms of a finite group. This gives several characterizations of finite cyclic groups.
On a problem of A.D. Sands.
On a theorem of Frobenius.
On a variation of Sands' method.
On automorphism groups of finite -groups