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The graded L'vov–Kaplansky conjecture for matrix algebras of prime order
Let $K$ be a field and let $n$ be a prime number. Let $K\langle X\mid \mathbb{Z}_n\rangle$ denote the free $\mathbb{Z}_n$ -graded algebra, and let…
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The graded L'vov–Kaplansky conjecture for matrix algebras of prime order