[1] Okubo S, Kamiya N. Quasiclassical Lie superalgebras and Lie supertriple systems. Comm Alg, 2002,
30(8): 3825–3850
[2] Okubo S, Kamiya N. Jordan-Lie superalgebra and Jordan-Lie triple system. J of Alg, 1997, 198: 388–411
[3] Okubo S. Triple products and Yang-Baxter equation(II):orthogonal and sysplectic ternary systems. J
Math Phys, 1993, 34: 3293–3315
[4] Okubo S. Parastatistic as Lie supertriple systems. J Math Phys, 1994, 35(6): 2785–2803
[5] Zhang Zhixue, Shi Yiqian, Zhao Lina. Invariant symmetric bilinear forms on Lie triple systems. Comm
Alg, 2002, 30(11): 5563–5573
[6] Zhang Zhixue, Li Huajun, Dong Lei. Invariant bilinear forms on anti-Lie triple systems. Chinese Journal
of Contemporary Mathematics, 2004, 25(3): 237–244
[7] Kac V G. Lie superalgebras. Adv Math, 1977, 26: 8–96
[8] Benamor H, Benayadi S. Double extension of quadratic Lie superalgebras. Comm Alg, 1999, 27(1): 67–88
[9] Zhu Linsheng, Meng Daoji. The unique decomposition theorems of Lie superalgebras and quadratic Lie
superalgebras. Science in China (Ser A), 2002, 32(3): 226–231 (in Chinese)
[10] Bai Ruipu, Meng Daoji. The decomposition of n-Lie algebras and uniqueness. Chinese Journal of con-
temporary mathematics, 2004, 25(2): 117–124
[11] Meng Daoji. Some results on complete Lie algebras. Comm Alg, 1994, 22(13): 5457–5507
[12] Bai Ruipu, Jia Peipei. The real compact n-Lie algebras and invariant bilinear forms. Acta Math Sci, 2007,
27A(6): 1074–1081
[13] Chen Liangyun, Meng Daoji. Some result of module of Lie superalgebras. Acta Math Sci, 2006, 26B(3):
401–409
[14] Chen Liangyun, Zhang Yongzheng, Meng Daoji. On the Decomposition of Restricted Lie Superalgebras.
Acta Math Sci, 2007, 27A(4): 577–583
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