A nilpotent quotient algorithm for graded Lie rings of prime characteristic is described. Thealgorithm has been implemented and applications have been made to the investigation of the associated Lie rings of Burnside groups. New results about Lie rings and Burnside groups are presented. These include detailed information on groups of exponent 5 and 7 and their associated Lie rings
AbstractLet L be a Z6-graded Lie ring with L0=0. We prove that L is soluble and the derived length o...
This note describes an application of the theory of generalised Burnside rings to algebraic represen...
This note describes an application of the theory of generalised Burnside rings to algebraic represen...
A nilpotent quotient algorithm for graded Lie rings of prime characteristic is described. Thealgorit...
AbstractTwo algorithms are described for finding representatives of the nilpotent orbits of a θ-grou...
It is well known that the restricted Burnside problem for a prime exponent p can be rephrased in ter...
It is well known that the restricted Burnside problem for a prime exponent p can be rephrased in ter...
We find the index of nilpotency of a strong supplementary semilattice sum of rings, R=\tdsp\sum α∈ Y...
We prove that there are 3p2+39p+344+24gcd(p-1,3)+11gcd (p-1,4)+2gcd(p-1,5) isomorphism types of grou...
AbstractWe prove that there are 3p2+39p+344+24gcd(p−1,3)+11gcd(p−1,4)+2gcd(p−1,5) isomorphism types ...
This book presents a consistent development of the Kohn-Nirenberg type global quantization theory in...
We determine product presentations for the nilpotent Lie rings with order p7 where p ≥ 7 is prime, a...
The purpose of this book is to serve as a tool for researchers and practitioners who apply Lie algeb...
AbstractThis note describes an application of the theory of generalised Burnside rings to algebraic ...
Maglione J. Filters compatible with isomorphism testing. Journal of Pure and Applied Algebra. 2021;2...
AbstractLet L be a Z6-graded Lie ring with L0=0. We prove that L is soluble and the derived length o...
This note describes an application of the theory of generalised Burnside rings to algebraic represen...
This note describes an application of the theory of generalised Burnside rings to algebraic represen...
A nilpotent quotient algorithm for graded Lie rings of prime characteristic is described. Thealgorit...
AbstractTwo algorithms are described for finding representatives of the nilpotent orbits of a θ-grou...
It is well known that the restricted Burnside problem for a prime exponent p can be rephrased in ter...
It is well known that the restricted Burnside problem for a prime exponent p can be rephrased in ter...
We find the index of nilpotency of a strong supplementary semilattice sum of rings, R=\tdsp\sum α∈ Y...
We prove that there are 3p2+39p+344+24gcd(p-1,3)+11gcd (p-1,4)+2gcd(p-1,5) isomorphism types of grou...
AbstractWe prove that there are 3p2+39p+344+24gcd(p−1,3)+11gcd(p−1,4)+2gcd(p−1,5) isomorphism types ...
This book presents a consistent development of the Kohn-Nirenberg type global quantization theory in...
We determine product presentations for the nilpotent Lie rings with order p7 where p ≥ 7 is prime, a...
The purpose of this book is to serve as a tool for researchers and practitioners who apply Lie algeb...
AbstractThis note describes an application of the theory of generalised Burnside rings to algebraic ...
Maglione J. Filters compatible with isomorphism testing. Journal of Pure and Applied Algebra. 2021;2...
AbstractLet L be a Z6-graded Lie ring with L0=0. We prove that L is soluble and the derived length o...
This note describes an application of the theory of generalised Burnside rings to algebraic represen...
This note describes an application of the theory of generalised Burnside rings to algebraic represen...
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