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For questions on algebras with an associative product.

17 votes
Accepted

Is the Amitsur-Levitzki identity essentially unique?

The answer to your question is "no", as explained by Anton Klyachko in his answer. Let me refer you to a remarkable statement of Razmyslov and Procesi that describes all identities. They proved (indep …
Vladimir Dotsenko's user avatar
7 votes
Accepted

surjectivity of irreducible representation

What's the ground field? Of course if it's $\mathbb{R}$ and $A=\mathbb{R}[t]/(t^2+1)$, then the regular module is irreducible, but the corresponding $p$ is not surjective. Over an algebraically closed …
Vladimir Dotsenko's user avatar