Automorphic equivalence for free Lie algebras
Is this your thesis?
This record came from a bulk archive import. If it’s yours, link it to your profile.
Abstract (EN)
Let K be a algebraically closed field of characteristic zero and F be free Lie algebra generated by the set X over K . Denote by Lc and M the free nilpotent Lie algebra of class c and the free metabelian Lie algebra respectively.In this thesis we define automorphic equivalence and iner-auto-equivalence for free Lie algebras. We present an algorithm which decides whether or not two elements in F are equivalent under an automorphism of F . We determined conditions of reducibility under an inner automorphism for degree of a given element in Lc and M. Finally, we have given two algorithms which decide whether or not two elements in Lc for c<4 , and M are inner-auto-equivalent, respectively.
Author
Cennet Eskal
How to Cite
Cennet Eskal (Doctorate thesis). Automorphic equivalence for free Lie algebras, 2011, Çukurova University.
Keywords
License
Tüm Hakları Saklıdır
This work is shared under the specified license terms.
More theses from Çukurova University
- An investigation of violent and nonviolent adolescent' families in terms in terms of family fuctioning, anger and anger expression(2006)
- Adolescents who have single parents family and full family were compared in respect to their life satisfaction and quality of life(2009)
- Assessing morphological and genetic diversity among traditional African eggplant landraces and detecting salt tolerance and anther culture performance of selected accessions(2022)
- The effects of collaborative video-blog projects on Turkish EFL students' linguistic and digital literacy skills(2025)
- Credit risk management in banking sector: An application of variables determining credit risk in Turkish banking sector(2011)
- Investigation of psychological symptom levels in adolescents according to gender and family functions(2013)