On a Class of Commutative Power-Associat
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Ivan Correa; Avelino Suazo
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Article
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1999
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Elsevier Science
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English
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We prove that commutative power associative nilalgebras of nilindex n and dimension n are nilpotent of index n. We find a necessary and sufficient condition for such an algebra to be a Jordan algebra and give all corresponding isomorphism classes.