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https://doi.org/10.1080/00927872.2014.982806
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Cite Journal: Communications in Algebra |  Publication Date: Jun 4, 2015 |
 Citations: 7 |
Affiliation: Cukurova University
Let F be the free Leibniz algebra of rank two over a field K of characteristic zero freely generated by x 1 and x 2. In this article we show that an endomorphism of F which preserves the orbit of a nontrivial element of F is an automorphism. Using this result, we determine some test elements of F.
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