How would I implement Lie-admissible algebras in Sage?
Revision history [back]
 | 1 | initial version |
implementing Lie-admissible algebras
| | 2 | No.2 Revision |
implementing Lie-admissible algebras
How would I implement Lie-admissible algebras in Sage?
A Lie-admissible algebra is "A (non-associative) algebra (cf. Non-associative rings and algebras) whose commutator algebra becomes a Lie algebra." Read more.
Lie-admissible algebras are classified as 17D25 on MSC2010.
| | 3 | No.3 Revision |
implementing Lie-admissible algebras
How would I implement Lie-admissible algebras in Sage?
A Lie-admissible algebra is "A (non-associative) algebra (cf. Non-associative rings and algebras) algebras) whose commutator algebra becomes a Lie algebra." Read more.
Lie-admissible algebras are classified as 17D25 on MSC2010.
