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- Title
THIN GROUPS OF PRIME-POWER ORDER AND THIN LIE ALGEBRAS.
- Authors
CARANTI, A.; MATTAREI, S.; NEWMAN, M. F.; SCOPPOLA, C. M.
- Abstract
The article discusses the mathematical theorem of thin groups of prime-powder recommended by the group theory of prime-powder with fixed co-class. It states the usefulness of Lie algebras in considering thin group theory. It explores the approach to the theorem associated with Lie ring and the use of Nilpotent Quotient Program in guiding the computations. It notes that the algorithmic concepts for computing logical product presentations for marked Lie algebras over prime fields are similar.
- Subjects
NILPOTENT Lie groups; MATHEMATICS; LIE groups; NILPOTENT groups; LIE algebras
- Publication
Quarterly Journal of Mathematics, 1996, Vol 47, Issue 3, p279
- ISSN
0033-5606
- Publication type
Article
- DOI
10.1093/qmath/47.3.279