[1] 白瑞蒲, 张洁, 王秀梅, BAI Rui-pu, ZHANG Jie, WANG Xiu-mei. 一类5维3-Lie代数的内导子代数 [J]. 河北大学学报（自然科学版） 2008.doi:10.3969/j.issn.1000-1565.2008.06.005
[2] FILIPPOV V T. N-Lie algebras [J]. Siberian Mathematical Journal 1985, 26(06).
[3] KASYMOV S M. On a theory of n-Lie algebras [J]. Algebra Logika 1987, 26(03).
[4] Bai RP, Wang XL, Xiao WY, An HW. Structure of low dimensional n-Lie algebras over a field of characteristic 2 [J]. Linear Algebra and its Applications 2008, 8/9(8/9).
[5] Bagger J, Lambert N. Gauge symmetry and supersymmetry of multiple M2-branes [J]. Physical review, D. Particles, fields, gravitation, and cosmology 2008, 6(6).
[6] Bai, RP, Bai, CM, Wang, JX. Realizations of 3-Lie algebras [J]. Journal of Mathematical Physics 2010, 6(6).
[7] Bai, RP, Shen, CH, Zhang, YZ. 3-Lie algebras with an ideal N [J]. Linear Algebra and its Applications 2009, 5/7(5/7).
[8] Bai RP, Song GJ. The classification of six-dimensional 4-Lie algebras [J]. Journal of physics, A. Mathematical and theoretical 2009, 3(3).
[9] Yidong Jin, Wenli Liu, Zhixue Zhang. Real simple n-Lie algebras admitting metric structures [J]. Journal of physics, A. Mathematical and theoretical 2009, 48(48).
[10] Zhiqi Chen, Ke Liang. The decomposition of metric n-Lie algebras and the uniqueness [J]. Journal of Mathematical Physics 2010, 5(5). |
