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Original Articles

ON THE NILPOTENCE OF THE MULTIPLICATION OPERATOR IN COMMUTATIVE RIGHT NIL ALGEBRAS

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Pages 3473-3488 | Received 01 Feb 2001, Published online: 01 Feb 2007
 

ABSTRACT

We study conditions under which the identity in a commutative nonassociative algebra A implies is nilpotent where is the multiplication operator for all in A. The separate conditions that we found to be sufficient are (1) dimension four or less, (2) any additional non-trivial identity of degree four, or (3) We assume characteristic

Acknowledgments

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