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The nilpotent characterization of associativity for JB $^*$ -algebras
A JB $^*$ -algebra is a Jordan–Banach $^*$ -algebra. An element is nilpotent if some positive power of it is zero; it is non-trivial when it is nonzero. The nilpotent characterization…
Conjecturesolvedbanach-algebras jb-algebras jordan-algebrasarXiv posted 2 days ago

The nilpotent characterization of associativity for JB∗^*∗-algebras