[1] D. Jordan derivations and antiderivations on triangular
matrices, Linear Algebra and its Applications 397 (2005), 235-244.
[2] D. Lie derivations on triangular matrices, Linear Multilinear
Algebra 55 (2007), 619-626.
[3] M. Commuting traces of biadditive mappings,
commutativity-preserving mappings and Lie mappings, Trans. Amer. Math.
Soc. 335 (1993), 525-546.
[4] W. Cheung, Lie derivations of triangular algebras, Linear
Multilinear Algebra 51 (2003), 299-310.
[5] B. Johnson, Symmetric amenability and the nonexistence of Lie and
Jordan derivations, Proceedings of the Cambridge Philosophical Society
120 (1996), 455-473.
[6] H. Li and Y. Wang, Lie triple derivations on upper triangular
matrices over a commutative ring, Journal of Mathematical Research and
Exposition 30 (2010).
[7] F. Lu, Lie triple derivations on nest algebras, Mathematische
Nachrichten 280 (2007), 882-887.
[8] W. Martindale III, Lie derivations of primitive rings, Michigan
Journal of Mathematics 11 (1964), 183-187.
[9] C. Miers, Lie derivations of von Neumann algebras, Duke
Mathematical Journal 40 (1973), 403-409.
[10] A. Villena, Lie derivations on Banach algebras, Journal of
Algebra 226 (2000), 390-409.
[11] H. Wang and Q. Li, Lie triple derivations of the Lie algebra of
strictly upper triangular matrix over a commutative ring, Linear
Algebra and its Applications 430 (2009), 66-77.
[12] X. Xu and H. Zhang, Jordan left derivations in full and upper
triangular matrix rings, Electronic Journal of Linear Algebra 20
(2010), 753-759.