Additive maps related to Lie structure on factor von Neumann algebras

Author:

Fadaee Behrooz,Ghahramani Hoger

Funder

Vice Chancellorship of Research and Technology at University of Kurdistan

Publisher

Springer Science and Business Media LLC

Reference25 articles.

1. Abdullaev, I.Z. 1992. $$n$$-Lie derivations on von Neumann algebras. Uzbek Mathematical Journal 5: 3–9.

2. Ashraf, M., and M.A. Ansari. 2022. Multiplicative generalized Lie $$n$$-derivations of unital rings with idempotents. Revista de la Real Academia de Ciencias Exactas, Fisicas y Naturales - Serie A: Matematicas RACSAM 116 (92): 14.

3. Ashraf, M., and A. Jabeen. 2021. Characterization of Lie type derivation on von Neumann algebras with local actions. Bulletin of the Korean Mathematical Society 58: 1193–1208.

4. Behfar, R., and H. Ghahramani. 2021. Lie Maps on Triangular Algebras Without Assuming Unity. Mediterranean Journal of Mathematics 18 (5): 1–28.

5. Benkovǐc, D. 2019. Generalized Lie n-derivations of triangular algebras. Communications in Algebra 47 (12): 5294–5302.

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