Dual alternative algebras in characteristic three

Mathematics – Rings and Algebras

Scientific paper

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7 pages, v2 exhibits major differences (a flaw in the original proof is corrected, a simpler operad is discussed for pedagogic

Scientific paper

We prove a conjecture of Dzhumadil'daev and Zusmanovich stating that the
dimension of the arity $n$ component of the operad of dual alternative algebras
over a field of characteristic three is equal to $2^n-n$, and find the
composition factors of the corresponding $S_n$-module.

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