Abstract
Let A be an associative algebra over a field of characteristic not equal 2 that is generated by a finite collection of nilpotent elements. We prove that all Lie derived powers of A are finitely generated Lie algebras.
- Title
- Finite generation of Lie derived powers of associative algebras
- Creators - without role
- Adel Alahmadi - King Abdulaziz UniversityHamed Alsulami - King Abdulaziz University
- Publication Details
- Journal of algebra and its applications, Vol.18(3), p.1950059
- Publisher
- World Scientific
- Number of pages
- 4
- Identifiers
- 9936859908331
- Academic Unit
- King Abdulaziz University
- Language
- English
- Resource Type
- Journal article