## Biderivations of finite dimensional complex simple Lie algebras

*Tang, Xiaomin*;

- Subject: Mathematics - Rings and Algebras | 17B05, 17B40, 17B65

- References (20) 20 references, page 1 of 2
- 1
- 2

[1] Bounds J. Commuting maps over the ring of strictly upper triangular matrices. Linear Algebra and its Applications, 2016; 507: 132-136.

[2] Breˇsar M. On generalized biderivations and related maps. Journal of Algebra, 1995; 172(3): 764-786.

[3] Breˇsar M, Miers C R. Commuting maps on Lie ideals. Communications in Algebra, 1995; 23(14): 5539-5553.

[4] Breˇsar M. Commuting maps: a survey. Taiwanese Journal of Mathematics, 2004; 8(3): 361-397.

[5] Benkoviˇc D. Biderivations of triangular algebras. Linear Algebra and its Applications, 2009; 431(9): 1587-1602.

[6] Carter R W. Lie algebras of finite and affine type. Cambridge University Press, 2005.

[7] Cheung W S. Commuting maps of triangular algebras. Journal of the London Mathematical Society, 2001; 63(1): 117-127.

[8] Chen Z. Biderivations and linear commuting maps on simple generalized Witt algebras over a field. Electronic Journal of Linear Algebra, 2016; 31(1): 1-12.

[9] Du Y, Wang Y. Biderivations of generalized matrix algebras. Linear Algebra and its Applications, 2013; 438(11): 4483-4499.

[10] Fan G, Dai X. Super-biderivations of Lie superalgebras. Linear and Multilinear Algebra, 2016; 1-9.

- Similar Research Results (10)
- Metrics No metrics available

- Download from

- Cite this publication