Commun. Korean Math. Soc. 2006; 21(2): 227-236
Printed June 1, 2006
Copyright © The Korean Mathematical Society.
Seul Hee Choi
Jeonju University
Several authors find all the derivations of an algebra [1], [3], [7]. A Weyl type non-associative algebra and its subalgebra are defined in the paper \cite{Cn}, \cite{Cn1}, \cite{Ln}. All the derivations of the non-associative algebra $\overline{WN_{0,0,s}}_1$ is found in this paper \cite{Cn2}. We find all the derivations of the non-associative algebra $\overline{WN_{0,s,0}}_1$ in this paper \cite{Hers}.
Keywords: simple, non-associative algebra, right identity, annihilator, idempotent, derivation
MSC numbers: 17B40, 17B56
2006; 21(1): 45-52
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