(32). Nondegeneracy for Lie triple systems and Kantor pairs.

Autores: E. García, M. Gómez Lozano y E. Neher.

Revista: Canadian Math. Bulletin 54 (2011), 442-455       (JCR: 262 de 288 Factor de impacto: 0.265)

Abstract:We study the transfer of nondegeneracy between Lie triple systems and their standard Lie algebra envelopes as well as between Kantor pairs, their associated Lie triple systems and their Lie algebra envelopes. We also show that simple Kantor pairs and Lie triple systems in characteristic $0$ are nondegenerate.