AbstractWe investigate the multiplicative loops of finite semifields. We show that the group generated by the left and right multiplication maps contains the special linear group. This result solves a BCC18 problem of A. Drápal. Moreover, we study the question of whether the big Mathieu groups can occur as multiplication groups of loops
This note is concerned with the multiplicative loop $L$ of a finite quasifield or semifield, and th...
summary:We investigate the situation when the inner mapping group of a commutative loop is of order ...
We determine the structure of the semisimple group algebra of certain groups over the rationals and ...
AbstractWe investigate the multiplicative loops of finite semifields. We show that the group generat...
The multiplicative loops of Jha-Johnson semifields are non-automorphic finite loops whose left and r...
The multiplicative loops of Jha-Johnson semifields are non-automorphic finite loops whose left and r...
The multiplicative loops of Jha-Johnson semifields are non-automorphic finite loops whose left and r...
AbstractFor a loop Q denote by MltQ the permutation group generated by translations x↦xa and x↦ax, a...
AbstractFor a loop Q denote by MltQ the permutation group generated by translations x↦xa and x↦ax, a...
This paper is a relatively short survey the aim of which is to present the theory of semifields an...
summary:Multiplication groups of (finite) loops with commuting inner permutations are investigated. ...
summary:We investigate loops which can be written as the semidirect product of a loop and a group, a...
We determine the multiplicative loops of locally compact connected 4-dimensional quasifields Q havin...
We investigate loops which can be written as the semidirect product of a loop and a group, and we pr...
We investigate loops which can be written as the semidirect product of a loop and a group, and we pr...
This note is concerned with the multiplicative loop $L$ of a finite quasifield or semifield, and th...
summary:We investigate the situation when the inner mapping group of a commutative loop is of order ...
We determine the structure of the semisimple group algebra of certain groups over the rationals and ...
AbstractWe investigate the multiplicative loops of finite semifields. We show that the group generat...
The multiplicative loops of Jha-Johnson semifields are non-automorphic finite loops whose left and r...
The multiplicative loops of Jha-Johnson semifields are non-automorphic finite loops whose left and r...
The multiplicative loops of Jha-Johnson semifields are non-automorphic finite loops whose left and r...
AbstractFor a loop Q denote by MltQ the permutation group generated by translations x↦xa and x↦ax, a...
AbstractFor a loop Q denote by MltQ the permutation group generated by translations x↦xa and x↦ax, a...
This paper is a relatively short survey the aim of which is to present the theory of semifields an...
summary:Multiplication groups of (finite) loops with commuting inner permutations are investigated. ...
summary:We investigate loops which can be written as the semidirect product of a loop and a group, a...
We determine the multiplicative loops of locally compact connected 4-dimensional quasifields Q havin...
We investigate loops which can be written as the semidirect product of a loop and a group, and we pr...
We investigate loops which can be written as the semidirect product of a loop and a group, and we pr...
This note is concerned with the multiplicative loop $L$ of a finite quasifield or semifield, and th...
summary:We investigate the situation when the inner mapping group of a commutative loop is of order ...
We determine the structure of the semisimple group algebra of certain groups over the rationals and ...
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