AbstractWe classify the maximal subloops of finite simple non-associative Moufang loops up to conjugacy with respect to automorphisms
A Moufang loop is a binary system that satisfies a particular weak form of the associative law. Doro...
An open problem in the theory of Moufang loops is to classify those loops which are minimally non as...
summary:The paper surveys the known results concerning the question: ``For what values of $n$ does t...
AbstractWe classify the maximal subloops of finite simple non-associative Moufang loops up to conjug...
AbstractFor finite Moufang loops, we prove an analog of the first Sylow theorem giving a criterion f...
AbstractWe classify Moufang loops of order 64 and 81 up to isomorphism, using a linear algebraic app...
We will begin by discussing power graphs of Moufang loops. We are able to show that as in groups the...
AbstractWe show that if L is a finite Moufang loop and p is a “Sylow prime” for L then there exists ...
We prove that the maximal subloops of the simple Moufang Loop of order 1080 have orders 120 and 108 ...
AbstractIn this paper, we investigate Moufang p-loops of nilpotency class at least three for p>3. Th...
This dissertation uses the connections between loops and their associated permutation groups to stud...
This dissertation uses the connections between loops and their associated permutation groups to stud...
Let E be a given finitely generated Commutative Moufang Loop (CML for short); let k(E) be its associ...
We classify all unital subalgebras of the Cayley algebra O(q) over the finite field F(q), q = p(n). ...
The Moufang identity (x · y) · (z · x) = [x · (y · z)] · x was first introduced by Ruth Moufang in...
A Moufang loop is a binary system that satisfies a particular weak form of the associative law. Doro...
An open problem in the theory of Moufang loops is to classify those loops which are minimally non as...
summary:The paper surveys the known results concerning the question: ``For what values of $n$ does t...
AbstractWe classify the maximal subloops of finite simple non-associative Moufang loops up to conjug...
AbstractFor finite Moufang loops, we prove an analog of the first Sylow theorem giving a criterion f...
AbstractWe classify Moufang loops of order 64 and 81 up to isomorphism, using a linear algebraic app...
We will begin by discussing power graphs of Moufang loops. We are able to show that as in groups the...
AbstractWe show that if L is a finite Moufang loop and p is a “Sylow prime” for L then there exists ...
We prove that the maximal subloops of the simple Moufang Loop of order 1080 have orders 120 and 108 ...
AbstractIn this paper, we investigate Moufang p-loops of nilpotency class at least three for p>3. Th...
This dissertation uses the connections between loops and their associated permutation groups to stud...
This dissertation uses the connections between loops and their associated permutation groups to stud...
Let E be a given finitely generated Commutative Moufang Loop (CML for short); let k(E) be its associ...
We classify all unital subalgebras of the Cayley algebra O(q) over the finite field F(q), q = p(n). ...
The Moufang identity (x · y) · (z · x) = [x · (y · z)] · x was first introduced by Ruth Moufang in...
A Moufang loop is a binary system that satisfies a particular weak form of the associative law. Doro...
An open problem in the theory of Moufang loops is to classify those loops which are minimally non as...
summary:The paper surveys the known results concerning the question: ``For what values of $n$ does t...
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